Question

the sum of three consecutive multiples of 5 is 1110.find this multiples

Answer 1

Given,

The sum of three consecutive multiples of 5 is 1110.

let the three multiples be x; x + 5 and x + 10

According to the problem,

x + x + 5 + x + 10 = 1110

3x + 15 = 1110

3x = 1110 - 15

3x = 1095

x = 1095/3

x = 365

The other multiples are :

x + 5 = 365 + 5 = 370

x + 10 = 365 + 10 = 375

Therefore, the three multiples are 365, 370 and 375.

Answer 2

consider the the 3 consecutive multiples of 5 are

(X-5) X and (X+5)

sum

X - 5 + X + X + 5 = 1110

3X. = 1110

X. = 1110/3

= 370

the numbers are

365 , 370 ,375

hoping my answer can help u