Asked by Jeysi
A woman spent 75 more than 75% of her money in one store. She then spent 75 more than 75% of her remaining money in another store. She did the same in a third store and had only 700 left. How much money did she originally have?
My answer is 51,100. Is this correct?
Thank you.
My answer is 51,100. Is this correct?
Thank you.
Answers
Answered by
Steve
well, did you check your answer?
money spent at store #1 = 3/4 * 51100 + 75 = 38400, leaving 12700
at #2, spends 3/4 * 12700 + 75 = 9600, leaving 3100.
at store #3, spends 3/4 * 3100 + 75 = 2400, leaving 700
Looks like you are correct. It seems you need to learn how to check your answer to see whether it is correct.
Here's how I did it. You may have followed the same steps...
money spent in store #1 3/4 x + 75, leaving x/4-75
in store #2, 3/4 (x/4-75)+75, leaving x/16 - 375/4
in store #3, 3/4 (x/16 - 375/4)+75, leaving x/64 - 1375/16
So, we just solve
x/64 - 1375/16 = 700
x = 51100
money spent at store #1 = 3/4 * 51100 + 75 = 38400, leaving 12700
at #2, spends 3/4 * 12700 + 75 = 9600, leaving 3100.
at store #3, spends 3/4 * 3100 + 75 = 2400, leaving 700
Looks like you are correct. It seems you need to learn how to check your answer to see whether it is correct.
Here's how I did it. You may have followed the same steps...
money spent in store #1 3/4 x + 75, leaving x/4-75
in store #2, 3/4 (x/4-75)+75, leaving x/16 - 375/4
in store #3, 3/4 (x/16 - 375/4)+75, leaving x/64 - 1375/16
So, we just solve
x/64 - 1375/16 = 700
x = 51100
Answered by
Jeysi
I did check my answer but I still have doubt that it's correct. Thank you for answering.
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