find the three consecutive even numbers whose sum is 96
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Question
Find the three consecutive even numbers whose sum is 96.
Concept :
Firstly we suppose the even consecutive number as 2x, (2x+2), (2x+4) whose sum is equal to 96.
Solution:
Let the three consecutive number. = 2x,( 2x+2) , (2x+4)
Sum of three consecutive number= 96
Now,
2x+(2x+2)+(2x+4) = 96
6x+6=96
6x=96-6
6x = 90
x= 15
Values are = 2x=2X15=30
2x+2 = 2X15+2=30+2=32
2x+4=2X15+4=30+4=34
Numbers are 30, 32, 34
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