find three consecutive numbers who sum is 342
Answers
Answered by
2
Let the three consecutive numbers be
x, x+1, x+2
So their sum is 342
342= x+(x+1)+(x+2)
342=3x+3
342-3=3x
339=3x
x=113
So the consecutive numbers are
113,. 114, 115
Hope it helps
Answered by
2
Let the 1st no. be x.
2nd no. be x +1.
3rd no. be x +2.
Atq. x + x +1 + x + 2 =342.
or 3x + 3. = 342
or 3x = 342 -3
or 3x = 339
or. x. =339/3
Therefore x = 113.
So.
1st no. = x = 113.
2nd no. = x +1 = 113 +1 =114.
3rd no. = x +2 =113 + 2 =115.
2nd no. be x +1.
3rd no. be x +2.
Atq. x + x +1 + x + 2 =342.
or 3x + 3. = 342
or 3x = 342 -3
or 3x = 339
or. x. =339/3
Therefore x = 113.
So.
1st no. = x = 113.
2nd no. = x +1 = 113 +1 =114.
3rd no. = x +2 =113 + 2 =115.
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