Question

The sum of three consecutive multiples of 9 is 795. Find these multiples.

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Answer 1

If p is a multiple of 9, the next multiple is p+9.

According to the question:

⟹p+(p+9)+(p+18)=135

⟹3p+27=135

⟹3p=135−27

⟹3p=108

⟹p=36

Multiples are p,p+9,p+18

36,45,54

Answer 2

Answer:

HERE IS YOUR ANSWERE

Step-by-step explanation:

Let multiplies be a,a+9 anda+18

a+a+9+a+18=795

3a+27=795

3a=795-27

3a=768

a=768÷3

a=256

a+9=256

a+18=274

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