Waching daily Feb 4 2018

hello everyone and thanks for tuning into the financial investor channel my

name is Brent and today we're gonna be covering five dividend Aristocats that

are currently down and could be great potential buyers right now now what is a

dividend at aristocrat it's essentially a company that has

increased dividends for 25 years straight or longer so this could be a

great buying opportunity I scan through about 50 different companies these were

five of them that have a yield over price right now they have some good

revenue free cash flow and net income over the last five years and they're

sitting pretty well right now so we're going to be covering what the companies

are and a little bit about them so Clorox of course they've been employed

since 1922 they have between eight to nine thousand employees and they've been

pretty well dominate and as far as like cleaning products so if you go to

retailers they've really positioned themselves to be right there if you go

into just about any store that sells cleaning products you're gonna see

Clorox right there on the shelf and they've really positioned themselves for

you know just about anyone out there that's looking to clean their bathroom

or they have a variety of products so anyways Clorox here and we pull out

their dividend and price for the year they're sitting at a yield of two point

five four in a price of a hundred and thirty dollars there would have only

been a couple entry points where you would have got a hundred and thirty

dollars would have been back in November of some time and then right around

February of 2017 if you take a look at the five-year chart you'll see here that

this yield it comes up every so often but then it does continue to grow the

price you know these pull backs you know they're very short-term and then they

just begin going back the other way so this is for you guys to kind of do a

little bit further research if you just want to take a look I just start David

in history will go max and pull in they're given in here they have had a

ginormous history of paying out dividends more than 25 years there we

can also throw in their revenue free cash flow or net income over the last

we'll say 3 years and just look at the increase here by percentage-wise their

rub revenue 6% free cash flow there a little bit down the free cash flow that

they may have done some acquisitions there and their net income is up 20

point 8 6% so definitely well worth to take a better look at this company their

price to book value here is that pretty a twenty-eight point five one but it's

pretty you know if you look at their ten-year price to book value where it's

normally been am this is one of the lower points here they get person to the

history of the company and then you have their p/e ratio which is at a twenty

four point eight eleven and their future which is a twenty two point seven eight

so overall just looking at the price and yield this could be a great buying

opportunity for Clorox now that the yield is exceeding the price number two

is Kimberly Clark they've been a company since back in 1928 they manufacture

tissue tissue personal care healthcare products and some of the brands that

they are well known for Huggies which are basically diapers who doesn't need

diapers if you have your parent out there and you know my kids too in he's

kind of going through his day okay anyways Kleenex and they have like I

believe a couple other really famous friends like Scott or Viva and stuff

like that so they are very well known Kimberly Clark they're mainly just kind

of known for their tissues a Kleenex brand but right now they're currently

sitting I had a three point three four percent yield now it is

you can see here just in the year alone they have had a lot of buying

opportunities you're not getting this at the highest dividend yield the highest

would have been a roughly a three point four five right around there back in

November of 2017 if anybody did purchase that during that time you got a great

buying opportunity a really high yielding person to anywhere in its past

you know nearly five years since it's been around this high of a yield so

great buying opportunities there can we take a look at its free cash flow net

income over the like the last three years we'll take a look they are

positive in their net income of one hundred and twenty four percent free

cash flow up seventy one percent and their revenue

you know while declining their net income has been increasing so that's

something to look at they're taking a look at their p/e ratio and the price to

book ratio they're currently priced the book value is at a sixty four point

eight seven I'm not sure how accurate these charts are but that would seem a

little bit high for the price to book value of what this company would

actually be worth now p/e ratios at an eighteen point thirty eighteen point

thirteen so not too high in comparison to the S&P 500 and they're expected to

go down to roughly at sixteen point six four you know it's a very consumer heavy

company tissue they do a lot of sales and they're Kleenex number three we have

Leggett and Platt so price in yield their Leggett and Platt they manufacture

and conceive design and produce a range of products for homes offices and

automobiles they operate in different segments four of them are residential

furnishing commercial products industrial materials and then some

specialized products and they've been in business back since 1901

and they employ roughly 21,000 employees or more so very big company well-known

they're currently sitting at a yield of three point one five so looking at this

three-year chart you can see the last opportunity he would have got to buy

into the stock with a three percent yield would have been back in January of

2016 so this could be another one to consider

adding to your portfolio during this current downtime in the market now

bringing in let's bring them back in bringing in their revenue free cash flow

or net income has the percentage-wise over the last five years they're up in

their net income 95% revenue up six point four seven and the free cash flow

is currently down around 20 percent but over the long term over the short term I

mean that does appear to be kind of growing free cash flow you that's

something you don't want to look into their 10 KS

if their free cash flow is and then I get of what kind of acquisitions have

they been doing you know where had they been investing their money etc so

something to consider price the book value and p/e ratio here price the book

is at a 5.0 p/e is at an eighteen point three nine forward p/e is roughly at a

sixteen point two eight so pretty good-looking company there as well

and here if we just want to pop in these dividends here for just the max look at

this time you know 25 years of increased dividends huge spike here back in 2008

you know where most companies cut their dividend they spiked their dividend up

let's take a look at Clorox again here you know again 2008 spike they're giving

it up right around that timeframe kimberly-clark very nice consistent

steady dividend increases okay number four we have Procter & Gamble pulling up

their price and divin in there for the year now Procter & Gamble they're one of

the world's largest consumer product companies they operate under five

different segments they have Beauty grooming health care fabric and home

care and baby and Family Care so they have a wide variety of products

including pampers Tide bounty you know everyone doing that what's it

called a tie challenge this is Procter & Gamble I know a lot of people on the

Facebook groups are like do you think Procter & Gamble could get some bad

publicity or they would get sued over this and everyone in the comments were

like you think this is pretty good publicity for them and that's increase

in sales right there they also have Gillette and

have a wide selection of products so right now you could see their yield

right now for the year for the year is that a 3.2 7% Procter and Gamble has

been in business since 1905 and I believe they've been paying dividends

for roughly 60 years or more so very well-known company they employ over

95,000 employees and they're just there looking like a great buying opportunity

right now that's why I'm doing this video over the last three years when's

the last time we would have got a yield of 3.27 it would have been back in you

know mid early year 2016 right around that June time frame you would have got

a yield of around three point two seven but from that point on this stock has

been rocking on so revenue free cash flow net income over the last three

years take it out of percentage-wise they're up and their net income huge 117

percent their revenue has been declining but their net income has been inclining

free cash flow is slightly down how are they over the last 10 years net income

is up 26 percent over the last ten years so these metrics right here this isn't

you know I wouldn't take this and be like oh no they're going down in revenue

or free cash flow this is just a good visual idea to kind of go back through

their 10ks take a look at where they use this cash

during this time frame so 2008 recession maybe they had to dig into their free

cash flow then they kind of held some along there through the recession and

then they're like okay we can make some acquisitions again there's a bunch of

companies that are on sales and brands so they bought you know different brands

or companies and such and spent some of that free cash flow so that's why you

want to take a look at their ten case and go back ten years on these Divya

Drishti cats so that is number four let's take a look at their p/e ratio

price the book value so price the book right now

it is sitting at a 3.9 let's take a look at the year so 3.9 is pretty standard

for this company here for Procter & Gamble its p/e ratio its its price to

earnings is slightly higher they did jump up in January 2018 but they're

coming back down so maybe they didn't have very good earnings this year maybe

with our last report wasn't where it had been expected so that caused their PE to

jump up their forward p/e is expected at a twenty point O five so good future

there Procter & Gamble's always a great stock this is just a great buying

opportunity with a yield of over three point two five percent right now and

number five for you guys we have Walgreens Walgreens Walgreens here so

Walgreens it's a leading drugstore chain with a network of approximately 10,000

stores in the US they've been a company since back in 1909 and they employ

overnight or over three hundred and forty five thousand employees so huge

huge company here and of course they sell a lot of prescription drugs

throughout different networks and drugstores they do in store and worksite

health centers home care facilities you name it they have it so prescription

drug sales account for over sixty percent of Walgreens annual sales so

that's a lot of drugs right there so the last time this is a goodbye

opportunity it's not as high as say November of 2017 but right now if you're

looking for an entry point into Walgreens this is a pretty good entry

point in comparison to some of the other stocks that are out there so you're

getting a two point eleven yield over the long term the last time you would

have got a yield during this you can see here the yield shot up here pretty

recently over that 2% whereas anywhere between 2015 and now you wouldn't have

had an entry point into the stock with over a two percent yield so this could

be a good buying opportunity over the long term look at this price you know

during recessions these are all very recession proof stocks I'm gonna go

ahead and show you the prices here in just a minute and let's go ahead and

take a look at their price the book actually they're Fredman in free cash

flow net income over the last three years as a percentage so free cash flow

up 43 percent revenue up 16 percent net income down alone a little over three

percent over the last three years that's not too bad net income down maybe one

percent for a year so it could be due to just other competition jumping in I know

there was a CVS they had an acquisition they acquired I think that's some other

small company announcements of Amazon JP Morgan Berkshire Hathaway trying to

create their own health care company so this could go and

you know effect Walgreens or it could be one of those ones if you look up right

now Amazon buy Walgreens there's a lot of news out there that it could be a

great bond opportunity for Amazon to buy Walgreens I don't know if I would see it

happening but Amazon has been known to just kind of throw money out there and

buy up Whole Foods and all sorts of other stuff so let's see here

we took that thirst moved back down priced the book p/e ratio forward so

price the book value is at a 2.81 so as a value investors you're looking for

anything under a three this could be a good value by p/e ratio is at a twenty

point three two and their expected future is at a twelve point seven three

so that's a huge difference there that's a difference of eight so they're

expected to have some really good earnings in the future which could

potentially increase that you know decrease their p/e ratio by quite a bit

so that means that their earnings I think a person to their price are going

to be at a much better level which will cause their actual p/e level you know

price ticket person's earnings that'll cause it to decrease their toe to twelve

point seven three so again just kind of taking a look over the last we'll take a

look at the max history for these companies you can see that during the

recessions two thousand Walgreens was it phased barely you know it jumped up and

kind of continued and now we're reaching new highs Procter & Gamble did it get

affected by any sort of recessions there was a big pullback back in 2000 they did

recover there how it took about four years five years for the recover but

then they've just been kind of chugging along so these are great buying a hold

stocks long-term again two thousand here not too bad of a hit 2008 they recovered

that 2008 one without you know ease they recovered with very quickly and continue

chugging along kimberly-clark I believe this one wasn't

really affected too much at all mm you know that was the whole tech thing not

even faze them didn't even faze them 2008 faze them for roughly what two

years there then they recovered it and all that time you would have been

getting dividends they would have been increasing dividends so depending on

your percentage wise and if you would have been down and held any of these

stocks during the downturn while they're paying you out and increasing dividends

and you're buying back those shares you're averaging down you would

definitely be building up a very nice little dividend snowball effect so

here's Clorox 2000 it did affect them for roughly five years but they

recovered during this period if you had just invested more during this downturn

in their company you would have been able to avert down in your position you

would have been able to get a yield on cost that was higher than anything prior

and they would have been increased in dividends and paying you out those

dividends to be able to reinvest so they recovered it within a five year time

frame and then 2008 did it faze them they didn't you know just a small blip

and then just kind of continue dragging on there so those are the five stocks

I hope that this video kind of helped you guys out I think has a dividend

investor there's so many great buying are particularly is out there right now

Procter & Gamble looks like a great buying opportunity you can see that

yield right now is over 3 and that's pretty unusual besides a couple high

points here so if you're looking to add and get into any of these 5 stocks

Clorox kimberly-clark Leggett and Platt Procter gamble Walgreens take a look at

them go through their 10 KS look at their balance sheet looks look where

they've been spending their free cash flow what kind of acquisitions they

cover what kind of risk who they have if someone's gonna come in like Amazon

announced that they're opening up a healthcare and it's gonna tumble them

down so that is it for this video hopefully you guys have found

entertaining let me know if you guys are gonna be checking out any of these five

stocks in the future and then let me know in the comments below if you end up

purchasing anything so that is basically it for this video so of course

I do want to thank you guys for staying around watching the video if you did

like the video hit the like button below if you're brand-new subscriber or if you

are a brand-new viewer to my channel hit the subscribe button below hit the like

button I really appreciate it if you have any questions about anything that

was covered in this video go ahead and leave me a comment below I always

respond back to your guys's comments and of course as a friendly disclaimer I am

NOT a financial advisor or tax professional the information provided is

my opinion for entertainment and fun this is not investment advice this is

just me as a financial investor trying to help others make their money work for

them so I think these are all great great buying opportunities it's up to

you guys to do a little bit more research and see if any of these are

great buying opportunities for your portfolio so thank you guys for tuning

in I will see you next time have a great a bye bye

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Calculus - The basics of indefinite integrals - Duration: 13:01.

Hello and welcome to My Secret Math Tutor, in this video we are going to cover some of

the basic rules for indefinite integrals.

Now before we get too far there is one big important thing you really need to point out,

and that is know the difference between the types of integrals that are out there.

In this video we are going to specifically cover indefinite integrals, but there are

integrals called definite integrals, and I'll be covering those in a different video.

The biggest difference you can really spot with these, is that you'll see numbers right

next to the integral symbol.

So those are handled differently, we think of those as an area, but again, we'll cover

those in a different video, let's just focus on the basics, the indefinite integrals.

Now when it comes to these, the good news is that there is only a few simple rules you

really have to keep in mind.

And probably the biggest rule that you want to keep in mind is that with these indefinite

integrals you're really thinking of an anti-derivative.

So you're trying to work backwards to figure out you know, if I was to take the derivative

of this function, what would I get.

And often times, you'll see notation for an anti-derivative simply use a capital letter.

So what this is trying say is that I'm starting with some sort of function, and I'm working

backwards and its anti-derivative is now over here, which I'm calling capital F. These anti-derivatives

will also involve a plus C, or constant.

And that's because when we are taking the anti-derivative, it may have some sort of

constant component, but usually the derivative wipes that out, so we're not even sure what

that is.

Now this is probably the biggest thing you have to keep in mind, but there are a few

other things that are good about anti-derivatives, or indefinite integrals, and that is they

have a sum and difference rule, so if you have two functions that are added or subtracted,

then you are simply taking the anti-derivative of each of those and adding or subtracting

respectively.

If you have a constant multiplied out front, feel free to pull out that constant, then

you can just worry taking the anti-derivative of the function that is left on the inside.

Alright, so there is not a whole lot of rules, and that's kinda a nice thing, so there is not a

lot to remember, lets go ahead and jump into some examples and see how they play out.

So for the first of these I'm going to look at the indefinite integral of 3x^4.

And I could also say I'm simply looking for the anti-derivative of 3x^4.

Alright, so the biggest thing you want to think of is, if I was to start with a function

and take its derivative, then it would turn into this.

And to get really good at that process you have to start really knowing your derivatives.

So for example I might start with playing around saying when I take derivatives I bring

down the power and reduce it by 1, so if I was doing that I think that this power must

have been 5, you know that must be the only way I could reduce it and it would end up

as 4.

So in going in the other direction I would think of adding 1 to the power.

Alright, so the 3 is a constant, so I'm not going to worry about that, in fact its just

going to hang out for a bit.

Um and lets see.

What should we put out front.

You know I'm going to say that that is a 1/5, and we'll put our constant.

So its a really big process to think backwards like that, but let's go ahead and check.

If I was to take the derivative of this, you know derivatives they also are not effected

by these constants out front.

But I would bring down the power, it would cancel out the 5, and this would be reduced

to by 1 turning it into 4.

So sure enough we see that our anti-derivative is 3/5 x^5 + C. And this what we would have

for the indefinite integral.

Alright, lets try this again, with another example.

This one I'm going to try and walk through a little bit more, just so we can see what's

going on here.

So if you see a constant and it is not being multiplied by anything, you can consider it

to be a variable with a power of 0.

So here is a cos(x) dx.

And again we want to think backwards.

So I'm thinking about this power, let's see.

We'll add 1 to the power.

So 0 + 1 is 1.

And then I'm going to end up dividing by this new power, so 4 divided by 1 is simply 4.

So that looks pretty good.

Moving on to cosine, what function's derivative would equal cosine, well that would have to

be sine.

And of course we put a plus C on the end.

I could clean this up a little bit, and just say that this is 4x - sin(x) + C. And that

would be my anti-derivative.

So you'll notice that one thing that can make this a much easier process is knowing your

derivatives really really well.

The more derivatives rules you have in back pocket, the better you'll recognize your anti-derivatives

and be able to move in that direction.

One of the biggest though is probably this power rule for derivatives, and they way you

are going to see it show up for anti-derivatives is when you have something like x to a power

you are going to add one to the power, and then divide by that new power.

So its exactly like the usual power rule, but its doing opposite things, its adding

1 to the power its dividing by the new power, and of course you saw me use that in a couple

of the last examples.

The more of these derivatives rules you know, again the better this will be.

So know your trigonometric rules, know your inverse trigonometric rules, know all of those.

Alright let's get into another example and see some things that can make this go a little

bit better.

Now with this one, um you have to be really careful how you apply anti-derivatives.

How you work backwards because I have something divided by something else, but if you think

all the way back to those rules for indefinite integrals, they said nothing about division.

So for problems like this sometimes its best to actually rewrite them.

In some of my derivative videos, this was a handy technique.

If you just change what it looks like, sometimes you can handle it fairly quickly, and use

the rules that you actually have.

So so far I've just split this up into two fractions, looks a little strange, but it

is a valid rule.

You know if we were to put these back together I'd make sure they have the same denominator,

and sure enough we'd end up back over here.

Now let's see, moving on I might look at this in stead of a square root, I would say this

is like x^(1/2).

What I'm going to end up doing here, is that I want to reduce these powers and so let's

see.

If I want to reduce this first power, I'd subtract the 1/2 from the 2.

So lets see, 2 minus 1/2 I'd be left with 3/2.

And here since there is no x's in the top I can just consider this as a negative exponent

so x^(-1/2).

So notice we have not taken the anti-derivative.

I haven't even thought about that process yet.

I've really just gone through a process of manipulating this so that I can start using

some more of my rules, and now we can actually use that rule of adding 1 to the power, and

then dividing by the new power.

So let's go ahead and do that.

So I'm going to take my x, we're going to take the power, what it is now, add 1 to the

power, and what ever new number this is, we're going to divide by it.

So of course we have some work to do, that's what's going to end up over there, and we

have to do the same thing for this so -1/2 + 1 and we are going to divide this by what

ever new number we get.

So that looks pretty good.

We should probably put a plus C in there, and let's go ahead and clean this up.

So 3/2 + 1 that would equal x^(5/2).

So that's going to be this number down here.

1 divided by 5/2.

And let's see x to the 1/2, so -1/2 + 1 = 1/2.

And that's this number down here.

It looks a little messy and of course we should probably clean this up, when we divide by

a fraction we want to flip and multiply.

So let's go ahead think what this is really doing, so this is 1 divided by 5/2, or we

can think of it as 1 multiplied by 2/5.

So this expression becomes 2/5 multiplied by x^(5/2) plus we'll do the same thing here,

this will be a 2x^(1/2), and we have our plus constant.

Ok, so I had to really manipulate this thing so that I was only using the anti-derivative

of things that were added together, and in this case just using a power rule to add 1

to the power, and reduce it.

Now be very very careful when you are doing anti-derivatives.

These are the most common mistakes someone will do.

Sometimes you have two functions that are multiplied together, and people will try and

try and take the indefinite integral of each of those, this is not a valid rule, in fact

you are going to handle that later, using something, a different rule for these anti-derivatives,

you'll get into u-substitution, and stuff like that.

Another one is what looks like a chain rule, if you have a function inside of another one,

people will try and take the anti-derivative of the outside, and the anti-derivative of

the inside, but again that is not a valid rule, you'll usually take care of those using

something like u substitution.

Ok.

And of course the biggest, the biggest rule that you, or not necessarily rule, but the

biggest problem that some people have with anti-derivatives is even a very simple function

might not have a closed form for the anti-derivative.

That means when I try and write down the formula or just write down what the anti-derivative

is, its not going to be simple as you think it is.

Its not going to be a single finite formula that describes whats going on.

So this happens to be one of those ones that does not have a closed form, even though it

looks really simple you'll probably have to wait until a little bit later in calculus

to see what this guys anti-derivative is, and its going to involve an infinite amount

of functions, so be careful for those.

Alright let's get back to some ones that we can do, or at least ones that you know it

looks like maybe we can't do them, but again if we manipulate them just right we have all

the tools we can actually take an anti-derivative.

Alright, let's try this guy out.

So here I have (x^4 -1)^2, and some common mistakes might be to try and add 1 to this

power and divide by 3, and continue on from there.

But we really have another function inside of that, ok, so we have to be a little bit

more careful, we want to think of manipulating this first.

I'm just going to spread this out.

So this is (x^4 -1) multiplied by (x^4 - 1).

And I'm doing this so that I can expand it out into a whole bunch of functions that are

added together.

Then we'll go ahead and take care of those.

Alright, so let's keep expanding.

x^4 times x^4 we'll add those together those exponents, outside we'll be minus x^4, inside

minus x^4, last terms minus 1 times minus 1, plus 1.

And let's go ahead and combine the common terms from here.

So x^8 minus 2x^4 plus 1, ok that's all good, now that its all spread out, now I can worry

about actually taking this anti-derivative.

And of course we'll just use a power rule.

So starting with the first one 8 + 1 is 9, we'll divide by that new power.

4+1 is 5, we'll divide by that new power.

The 2 will still be there.

And this one it looks like I don't have an x, so we'll just consider this as x^0.

We want to add 1 to that power, so we'll get x^1 and just to make sure we are on the same

page, let's put a plus C, there is the proper indefinite integral.

Alright, now as a big challenge to this we are going to do just one more example, but

his last one really shows you why its important to know all of your derivatives.

This one you know when you are first doing integrals looks pretty tricky because we don't

have any rules to take care of division, and we only have so many limited things to do

for trigonometric functions, but check this out.

This first expression is really a special type of derivative.

In fact it's the derivative for inverse tangent.

And over here this is guy is the derivative of just regular old tangent.

So in other words what I'm trying to say here is that if I took this guys derivative I would

get this, if I took tangent's derivative I would get secant squared, and since anti-derivatives,

this indefinite integral, works backwards these are the two expressions I would get.

So I would get arctangent plus tangent, and of course our plus constant.

So even though it looks pretty scary looking, and it looks like we might not have any rules

to take care of it, its all about knowing your derivatives and you'll be just fine.

Alright, thanks for watching this video, please check out some of my other calculus videos,

I'll be doing more about integration in just a little bit, but hopefully this gets you

started with indefinite integrals.

Thank you for watching.

For more infomation >> Calculus - The basics of indefinite integrals - Duration: 13:01.

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Matar Pulao - Duration: 3:46.

Hi All, I am Supriya and welcome to my channel.

Today I will demonstrate how to prepare - Matar Pulao, a tasty Recipe. So lets go through the Ingredients.

Rice-1(cup)

Green pea-1/2(cup)

Bay leaf-1, Cumin seed-1/4 tea spoon, Star anise-1, Javitri-1, black cardamom-1, Black paper-5-6

Ghee-2 table spoon

Salt-1 tea spoon

Red chilli powder-1/2 tea spoon

Coriander leaves-1 table spoon

Garam masala-1/2 tea spoon

Onion-1(medium size) Garlic-5-6(cloves) Ginger-1"

Add two table spoon ghree in pressure cooker and place it on a stove and heat it

add all dry spices once the ghee gets hot

after cooking the spices for some time add ginger garlic and onion

add onion and fry till it gets light brown on medium flame

add green peas and fry it for two minutes

add garam masala and red chilli powder

on low flame fry further for some minutes

I have soaked rice for 15 minutes and then strain it

add soaked rice in the cooker and fry it for minutes, stirring it continuously for five minutes

add 1.5 cup water with the same cup which we used to measure rice earlier and salt as per taste

close the lid and keep it on high flame

cook till 1st whistle comes

after first whistle cook further on low flame for a minute and turn off the gas stove

after the pressure is released the dish is ready t be served

If you like this video, do click on the like button and subscribe my channel so that you will get notified when I upload next video. Thank You

For more infomation >> Matar Pulao - Duration: 3:46.

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These Ultimate Weekly Fails Make You Laugh A Lot {{2018}} #5 - Duration: 5:14.

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