Math problem

grlpwrd

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I was working with my dd on a math problem and we got different answers ranging from $17.77 to over $50. :confused3 lol

Please tell me what you got and how...

Wendy spent 3/8 of the money at the first store she visited. She then spent 3/4 of her remaining money at the second store. If Wendy had $20 left, how much money did she start with?

Thank you. Figuring it out on my own I set it as an algebra equation with fractions then factored it into $. I'm not doing the work for her, just trying to see if I know what I am doing. :teeth:
 
That should be fairly straight forward...$20 was 1/4 of her money at the second place, so she had $80 there...which was 5/8 of the money she started with, so 80x8/5 is $128.

Working the other way, she started with $128, spent $48 at the first store, leaving her $80, and she spent $60 at the second store.
 
NOt sure what the answer is, but its not $17.77 ! There is no way you could start with $17, spend some and have $20 left......

I'm thinking its something over $80. If you spent 3/4 of $80, you would have $20 left, right?
 
ok. I'm gonna try this. if 1/4 is 20, then 3/4 should be 60, so 4/4 is 80. she had 80 dollars remaining at the second step of the problem. Am I even close to the right track here?
 

Ok. I think I've got the answer. she started with $213.34.

Here is how I did it.

213.34/8=26.66
26.66x3=80
80/4=20

ETA--I'm such a geek. lol
 
Sparx said:
Ok. I think I've got the answer. she started with $213.34.

Here is how I did it.

213.34/8=26.66
26.66x3=80
80/4=20

ETA--I'm such a geek. lol

Nope. Georgina got it.
 
Thanks, everyone. WTG, georgina... $128 is what my dd figured, too - not me. :blush:

This problem was challenging... :thumbsup2
 
I'm one of those weird people who like math - been a SAHM for 16 years, but you never lose that engineering geek inside of you!
 


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