PLZ HELP I WILL MEDAL YOU The circle graph below shows the percentages of Mrs. Frederick's monthly budget for July. Her total monthly income is $2,800. In August's monthly budget, Mrs. Frederick spent $126 more on clothes than she did in July. In August, what percentage of her monthly income of $2,800 was spent on clothes? A. 15% B. 12.5% C. 11.5% D. 10%
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@whpalmer4 @rishavraj @ikram002p @Astrophysics
how much did she spend on clothes in July?
$224 @whpalmer4 ?
ok, if in August she spends %126 more than she spent in July, how much did she spend in August?
ummm
I dont know. 😞@whpalmer4
what is 126 more than 224?
126 more than 224?
Would I subtract 224 - 126 ?
if you have 10 dollars, and I have 5 dollars more than you do, how many dollars do I have?
15?
yes. so what is 126 more than 224?
98
no, how do you come up with that? is 98 more than 224?
ohhh
uh, im getting a little confused. sorry :(
if I say some number is 35 more than some other number, that means the first number equals 35 plus the other number.
ok
so, once again, if she spends 126 more than 224, how much does she spend?
the amount she spends is 126 more than 224
350?
yes!!! 😀
Im sorry, im trying my best.. its just i have been working sense 11.00 am
now, what percentage is 350 of her monthly budget of 2800?
ok I was thinking 350 but I was like umm im not sure
clothes
what percentage is 350 of 2800? not which category are we discussing...
8%
no, 224 was 8% of 2800
oh wait.
I didnt mean to put 8%
\[\frac{350}{2800}=\frac{x}{100}\] \(x\)% will be your answer
i cross multiply?
that is one way you could do it
so 350*100=35000
and 2800*x=2800x
yes, and those two quantities equal each other. how much is \(x\)?
2800?
\[35000=2800x\] does it look like \( x=2800\) will be the solution? if you say yes, it means you think that \(2800*2800=35000\)
ohh...2800 * 2800 = 7,840,000
which does not equal 35000 😀
why don't you divide each side by some number...
I divide each side of 7,840,000 by some number
Im thinking really hard about this. 😓
go back to my equation. \[\frac{350}{2800}=\frac{x}{100}\]cross-multiply:\[350*100=2800x\]\[3500=2800x\]you want to solve for \(x\). what number would be the best one to divide both sides by?
2800?
sorry, didn't get enough zeroes.\[35000=2800x\]
yes, divide both sides by 2800. result is?
wait what was I dividing by 2800 on both sides? :(
35000?
Oh, I forgot how to divide some # on both sides of some #. But in this case 2800 is the # I am dividing on both sides of idk which number
anything you do to one side of the equation you must also do to the other side. \[\frac{35000}{2800}=\frac{2800x}{2800}\]\[\frac{35000}{2800}=\frac{\cancel{2800}x}{\cancel{2800}}\]\[x=\frac{35000}{2800}=\]
😞im so close but I cant think what my answer is.
get out a piece of paper and do the long division!
ok 😟
ill try but long division is kind of hard for me
@whpalmer4 Im sorry, I tried. I am trying REALLY hard to find out my answer, but I just cant think anymore. I have been working a lot and I have been working sense 11:00am. But I give up so nevermind. Thx for your help though
then you really need to practice until it is no longer difficult! 2800 | 35000 10*2800 = 28000 which is less than 35000 20*2800 = 56000 which is greater than 35000 answer starts with a 1 35000 - 28000 = 7000 2800 | 7000 2*2800=5600 which is less than 7000 3*2800 = 8400 which is greater, so second digit is 2 7000-5600 = 1400 1400 is 1/2 of 2800 so our quotient is 12 + 1/2 or 12.5
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