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Chima Sunday (Tutor)
since they are consecutive numbers it means that
b = a + 1 ------------(1)
c = b + 1 --------------(2)
c = a + 2 ----------------(3)
from question, b2 = 4(a + c)
from equation (2) b2 = (c - 1)2
thus, 4(a + c) = (c - 1)(c - 1)
c2 - 6c = 4a -1
from equation (3) a = c - 2
then, c2 - 10c + 9 = 0
by factorization method, c = 9 or 1
but since the question said that they positive integers, c must be a number greater than 3
c = 9
do check to verify the answer0 22-04-2016 17:03:00 +0000
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Chima Sunday (Tutor)
sorry greater than or equal to 3. welcome all comments
0 22-04-2016 17:05:00 +0000
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