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the product of two even consecutive integers is 224. find the integersAsked by Cho
the product of two even consecutive integers is 224. find the integers
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Answered by
Martin
Stop spamming, I already answered you.
Answered by
Reiny
let the first integer be x
then the next even integer is x+2
x(x+2) = 224
x^2 + 2x - 224 = 0
(x-14)(x+16) = 0
x=14 or x = -16
if x=12, then x+2 = 16
if x = -16 , then x+2 = -14
the two integers are 14 and 16 <b>or</b> -14 and -16
then the next even integer is x+2
x(x+2) = 224
x^2 + 2x - 224 = 0
(x-14)(x+16) = 0
x=14 or x = -16
if x=12, then x+2 = 16
if x = -16 , then x+2 = -14
the two integers are 14 and 16 <b>or</b> -14 and -16
Answered by
coursonc
<<<if x=12, then x+2 = 16>>>>
You mean if x=14, then x+2=16
You mean if x=14, then x+2=16
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