find the two consecutive natural numbers whose sum is 63
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Answered by
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Let the nos be x and x+1
x+x+1 = 63
2x+1 = 63
2x = 62
x = 31
x+1 = 32
The nos are 31 & 32
x+x+1 = 63
2x+1 = 63
2x = 62
x = 31
x+1 = 32
The nos are 31 & 32
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Answered by
4
Given,
Sum of two consecutive natural numbers is 63
Then,
Let,first consecutive no.=x
second consecutive no.=x+1
According to problem,
x+x+1=63
==2x=63-1
==2x=62
==x=62/2
==x=31
therefore, two consecutive numbers are x=31,x+1=32
Sum of two consecutive natural numbers is 63
Then,
Let,first consecutive no.=x
second consecutive no.=x+1
According to problem,
x+x+1=63
==2x=63-1
==2x=62
==x=62/2
==x=31
therefore, two consecutive numbers are x=31,x+1=32
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