Question

The sum of five consecutive multiples of 6
is 2040. Find the largest multiple.​

Answer 1

there are only 4 multiple

Answer 2

Answer:

420

Step-by-step explanation:

let the first cosecutive integer be x

let the second  cosecutive integer be x+6

let the third cosecutive integer be x+12

let the fourth cosecutive integer be x +18

let the fifth cosecutive integer be x+24

according to the question

x +  x+6 +  x+12 + x +18 + x+24 =2040

5x + 60 =2040

5x =2040 -60

5x = 1980

x = 1980/5

x = 396

so the first cosecutive integer is 396

second  cosecutive integer 402

third cosecutive integer  408

fourth cosecutive integer 414

fifth cosecutive integer 420

the largest multiple is 420