PLEASE HELPPPPP MEEEEEEEEE !!! Cathy's salary is 3/7 of Nora's salary and is 5/4 of Teresa's salary. Nora's salary is what fraction of Teresa's salary?
can you help explain why i wanna know HOT to do the problem more than just gettin an answer =/
HOW*
It's like this: "X" has 1/2 of "N" 's salary. What would X's salary be if N was 10 ?
5
Alright, now what if we didn't know N's salary. X has 1/2 of N, N has 1/2 of W's salary. W's salary is 40 What's N's salary? Then find X's after you find N's.
20 and X is 10
Alright. So you understand how to get that. It's essentially the same concept. You got 20 and 10 by first multiplying W by 1/2 , then you multiplied 20 by 1/2 and got 10 right? Now what if you wanted to skip N and go straight to X's value?
kinda lost now tbh
It would be the same order, X = W * 1/2 * 1/2 So, for your problem it would be: Cathy = Teresa * 5/4 * 3/7
am I dividing?
wait why would you multiply?
It's multiplication, but with fractions. W = 40 N = W * 1/2 X = N * 1/2 And you get 10
i seriously dont get why i have to multiply.....
What's 1/2 * 1/2 ?
1
No.
.0025
Not exactly..
.25
Yes! So 1/2 * 1/2 = .25 OR 1/4 And what does 40 * 1/4 equal?
10
Yes! And that's why you multiply to get your answer. We multiplied the fractions 1/2 * 1/2 because N = 1/2 * W X = 1/2 * N If you think about it, we MULTIPLIED W TWICE by 1/2. It looks confusing because 1/2 * W appears once... But if you think about it N = 1/2 * W and X = 1/2 * N ... But actually if you replace N with( 1/2 * W ) what do you get?
Replace N in X to what it's equal too.
... wow this is seriously confusing
Sorry, I'll try a different approach.
Cathy's salary is 3/7 of Nora's salary Cathy = 3/7 * Nora Nora is 5/4 of Teresa's salary Nora = 5/4 * Teresa Now what would Cathy's salary be if Teresa's salary was 20$?
Refer to the Mathematica attachment.
k thats even more confusing
why is it 7/3 x 5/4
thats what the answer says it is
cuz im dividing no?
Let c, n and t be Cathy's, Nora's and Teresa's salary respectively. Cathy's salary is 3/7 of Nora's salary. c = 3/7 n In a similar fashion c = 5/4 t If c = a and c = b then "a" must equal "b" 3/7 n = 5/4 t Can you go ahead and solve the above for "n" ?
Multiplying fractions is like dividing ... Except you multiply by the numerator and divide by the denominator. But when you have to fractions it's easier to find a common denominator by cross multiplication. Then with *that* fraction, you can say that's Noras salary as a fraction of Teresa's
I guess @yomamabf bailed out.
35/12 x t
no im still here im just tryna figure this out sorry im really bad at math
Example 1 \[1/2 * 10 = 10/2\] Example two: \[3/5 * 10 = 30/5 \] See, there is some division, but you have to multiply by the top and divide by the bottom.
What you are doing though is multiplying fractions. https://www.khanacademy.org/math/pre-algebra/fractions-pre-alg/multiplying-fractions-pre-alg/v/multiplying-fractions
wait cant it be 5/4n = 3/7
3/7 n = 5/4 t Divide each side by 3/7 (3/7)/(3/7) n = (5/4)/(3/7) t n = (5/4)/(3/7) t n = (5/4)*(7/3) t n = (5/4)*(7/3) t n = 35/12 t
Nora = 5/4 * Teresa Cathy = 3/7 * 5/4 * Teresa You don't know what Teresa is. Combine what you can -- This is also called "Like Terms" Cathy = 3/ 7 * 5 / 4 - You got rid of Teresa because it just wants to know the fractional part. Just take the khan academy link on multiplying fractions and you'll have our answer.
okay im spending way too much time on this okay thanks guys!
You're welcome. Sorry I couldn't explain better. Hopefully in the future I can give more thorough explanations.
thanks anyways you're awesome i'm gonna ask another question
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