Gabriel C.

asked • 04/23/18

The sum of three numbers is 855. One of the numbers, x, is 50% more than the sum of the other two numbers. What is the value of x?

 The sum of three numbers is 855. One of the numbers, x, is 50% more than the sum of the other two numbers. What is the value of x?

Big Y.

x = First Number y = Second Number z = Third Number x + y + z = 855 x = ( y + z ) + 0.5 ( y + z ) x + y + z = 855 x = 1.5 ( y + z ) x + y + z = 855 x = 1.5y + 1.5z 1.5 ( x + y + z = 855 ) x - 1.5y - 1.5z = 0 Solve the equations below by elimination 1.5x + 1.5y + 1.5z = 1282.5 x - 1.5y - 1.5z = 0 2.5x = 1282.5 x = 513 ;)
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09/19/19

Nattida S.

Coz x+y+z=855 And x is 50% more than y+z So x=150/100(y+z) then subtracting its to x+y+z=855 You will got y+z=342 so x=513
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11/18/20

2 Answers By Expert Tutors

By:

Naomi S. answered • 04/23/18

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New to Wyzant

Patient and experienced math tutor

Gabriel C.

this is incorrect, the answer should be 513
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04/23/18

Nadia S.

If answer is 513 then half of 513 is 256.5 which is sum of other two numbers and then addition of 256.5 and 513 is 769.5 but it is given that addition of 3 numbers is 855
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04/24/18

Timothy L.

The answer sheet says it is 513
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04/13/19

Gabriel S.

The sentence x is 50% more than the sum of the other two numbers actually means x is 50% (of the sum of the other two numbers) more than the sum of the other two numbers or better put it: x is greater than the sum of the other two numbers by 50% of their sum. Meaning when you add 50% of the sum of the two numbers to their sum, it will give the value of x. That is: If the other two numbers are y, and z. Then x = (y + z) + 50% of (y +z) => x = (1 + 50%)(y + z) => x = (1 + 0.5)(y + z) => x = 1.5(y + z)
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03/15/21

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