Question

medals!!!
The sum of four consecutive integers is 762. Find the fourth integer.

Answer 1

consecutive integers come one right after the other. So the first one is x, the second one is x+1, the third one is x+2, and the fourth one is x+3. And these all add up to 762. So we have an equation and it looks like this:\[x+(x+1)+(x+2)+(x+3)=762\]

Answer 2

of course since all those x's and numbers are added together we can remove the parenthesis and add all the like terms.
4x+6=762

Answer 3

Solve that for x:
4x=756
x=189. So the first term is 189, because the first term is designated as x. So the fourth term, x+3 is 189+3 which is 192.

Answer 4

192

Answer 5

? @IMStuck

Answer 6

hello

Answer 7

@superhelp101