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Find two consecutive intergers such that twice the first interger plus the second interger equals 46.
What is asked in the problem?
find two consecutive integers
Given:
twice the first plus the second integer equals 46
Representation:
Let n be the first integer
n + 1 be the second integer
Equation:
2n + n + 1 = 46 combine like terms
3n + 1 = 46 Subtract 1 both sides
3n = 45 divide 3 both sides
n = 15 First integer
n + 1 = 15 + 1
= 16 Second integer
CHecking :
2(15) + 16 = 46
30 + 16 = 46
46 = 46 ----> True
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