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This is one of the problem from Kaplan blue book.
Six people went shopping. Five spent $16 each, and the sixth spent $5 more than the average of all six. How much did the last person spend?
I saw the answer with an explanation but I am still confused about this 6th person. Did he spend money twice? Also, r we trying to get +5 dollars before we get the average or after we get the average?
The explanation on the back says
Let x= the amount of the sixth woman spent
x= {[5(16) +x] / 6} +5
But shouldn't this be
x= {[5(16) +(x+5)] / 6} +5
unless 6th person spent money twice, before we get the average and after we get the average.
p.s. This is off the topic but does anyone know how to get the square root of 2601 without using a calculator? becuz it was on the Kaplan blue book. It was about a triangle with 45, 24, hypoteneus and I found out that hypoteneus is square root of 2601. They r using 8:15:17 ratio to find out that hypoteneus is 51 but without knowing the ratio, is there any other way to find it out?
Six people went shopping. Five spent $16 each, and the sixth spent $5 more than the average of all six. How much did the last person spend?
I saw the answer with an explanation but I am still confused about this 6th person. Did he spend money twice? Also, r we trying to get +5 dollars before we get the average or after we get the average?
The explanation on the back says
Let x= the amount of the sixth woman spent
x= {[5(16) +x] / 6} +5
But shouldn't this be
x= {[5(16) +(x+5)] / 6} +5
unless 6th person spent money twice, before we get the average and after we get the average.
p.s. This is off the topic but does anyone know how to get the square root of 2601 without using a calculator? becuz it was on the Kaplan blue book. It was about a triangle with 45, 24, hypoteneus and I found out that hypoteneus is square root of 2601. They r using 8:15:17 ratio to find out that hypoteneus is 51 but without knowing the ratio, is there any other way to find it out?