find three consecutive multiples of seven which adds up to 777
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the three consecutive multiples of 7 are as follows x, (x+7) and (x+14)
as per the given condition
x+(x+7)+(x+14)=777
3x+21=777
3x=777-21
3x=756
x=756/3
x=252
therefore the three consecutive multiples of 7 are
x=252
x+7=252+7=259
x+14=252+14=266
as per the given condition
x+(x+7)+(x+14)=777
3x+21=777
3x=777-21
3x=756
x=756/3
x=252
therefore the three consecutive multiples of 7 are
x=252
x+7=252+7=259
x+14=252+14=266
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Three consecutive multiples of 7=x, x+7, x+14.
x+x+7+x+14=777.
3x+21=777.
3x=777-21.
x=756/3.
x=252.
Consecutive multiples of 7=252,259 and 266.
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