SOLUTION: Find 5 consecutive integers if the square of the 1st is less the square of the 3rd is less than the sum of the fourth and the fifth integers.
Let n = 1st integer
n+1 = 2nd intege
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Let n = 1st integer
n+1 = 2nd intege
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Question 188349: Find 5 consecutive integers if the square of the 1st is less the square of the 3rd is less than the sum of the fourth and the fifth integers.
Let n = 1st integer
n+1 = 2nd integer
n+2 = 3rd integer
n+3 = 4th integer
n+4 = 5th integer Answer by Mathtut(3670) (Show Source):
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