Question

1) The product of four consecutive even positive integers is 1920
Find the numbers​

Answer 1

Step-by-step explanation:

let the four numbers be X,X+2,X+4,X+6,X+8

SUM OF THEM IS EQUAL TO 1920

so

X+X+2+X+4+X+6,X+8=1920

4X+20=1920

4X=1920-20

4X=1920

X=1920/4

X=480

X+2=480+2=482

X+4=480+4=484

X+6=480+6=486

X+8=480+8=488

THEREFORE THE FOUR NUMBERS ARE 482,484,486,488

Answer 2

Answer:

Let 4 conseucative even natural number are :

(x-2),(x),(x+2),(x+4)

By the given conditon

(x-2)×(x)×(x+2)×(x+4)=1920

x(x+2) (x-2) (x+4)=1920

For further Follow me ☺️