How to find three consecutive even integers whose sum is 72
Answers
Answered by
8
Explanation:
Let the first integer be n then the next even is n+2 and then n+4
Sum means to add:
⇒n+n+2+n+4=72
Simplifying...
⇒3n+6=72
⇒3n=66
⇒n=22
Hence integers are n , n+2 , n+4
⇒22,24,26
Let the first integer be n then the next even is n+2 and then n+4
Sum means to add:
⇒n+n+2+n+4=72
Simplifying...
⇒3n+6=72
⇒3n=66
⇒n=22
Hence integers are n , n+2 , n+4
⇒22,24,26
Answered by
3
let the first even no. be a
next two even nos. will be
a+2 and a+4
according to the question
a+ a+2+ a+4=72
3a+6=72
3a=72-6=66
a=66/3=22
the nos. are
a=22
a+2 =24
and a+4=26
next two even nos. will be
a+2 and a+4
according to the question
a+ a+2+ a+4=72
3a+6=72
3a=72-6=66
a=66/3=22
the nos. are
a=22
a+2 =24
and a+4=26
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