the sum of three consecutive multiples of 9 is 327. find these multiples
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Answer:
100,109,118
explanation:
let the three consecutive multiples of 9 be
x, x+9,x+18
therefore, (x)+(x+9)+(x+18)=327
→ 327 = x + x + 9 + x + 18
=3x +27
327-27 = 3x
300= 3x
300/3= x
100=x
therefore the three consecutive multiples of 9 are. x=100
x+9=100+9
=109
x+18=100+18
=118
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