Question

the sum of 3 consecutive maltipal of 3 is 333. find the multiple?

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Answer 1

Hi ,

let x - 3 , x , x + 3 are three consecutive

multiples of the 3 .

according to the problem given,

their sum = 333

x - 3 + x + x + 3 = 333

3x = 333

x = 333/3

x = 111

Therefore ,

required 3 numbers are

x - 3 , x , x + 3

( 111 - 3 ) , 111 , ( 111 + 3 )

108 , 111 , 114

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Answer 2

Answer:

Hey mate here is your answer.....

---- three conecutive multiples are 108 , 111 and 114.

hope it's helpful for you..

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