Question

sum of three consecutive multipes of 9 is 999 find their multiples

Answer 1

Hey mate,

Here's your answer.. ☺

Lets suppose the first multilple of 9 among those three consecutive multiples is (x-9).

Lets suppose the second consecutive multiple of 9 is x.

Let suppose the third consecutive multiple of 9 is (x+9).

Since according to the question,

the sum of three consecutive multiple is 999.

=> (x-9) + x + (x+9) = 999

=> 3x = 999

So the first consecutive multiple = x - 9 = 324.

So the second consecutive multiple = x = 333.

So the third consecutive multiple = x + 9 = 342.

So the required multiples of 9 are 324, 333, 342.

Hope it helps. ❤

@berryBlue