Which statement describes the solution to the equation a+5 (2a-1) + 3=11a-2?

A. The equation has no solution.

b. The equation has exactly one solution, a=2 11.

C. The equation has exactly one solution, a=-4.

D. The equation has infinitely many solutions.

1st distribute

a + 10a - 5 + 3 = 11a - 2

Then combine like terms

11a-2 = 11a-2

0=0

Infinite solutions

A+5 (2a-1) + 3=11a-2

First thing to do is distribute

5*2a=10a

5*-1=-5

a+10a-5=11a-2

Add the similar numbers together

11a-5=11a-2

Then subtract

11a-11a

-5=-2

This equation has no solutions

If it had infinity solutions then both numbers on each side would equal the same, ex: - 5=-5