Two adjacent angles have a sum of 100°. The angles have measures ∠1 = 20° and ∠2 = (3x + 15)°. What equation can be used to solve for x?(1 point) Responses 3x+115=20 3 x plus 115 is equal to 20 3x−20=100 3 x minus 20 is equal to 100 3x−100=20 3 x minus 100 is equal to 20 3x+35=100

Question

Two adjacent angles have a sum of 100°. The angles have measures ∠1 = 20° and ∠2 = (3x + 15)°. What equation can be used to solve for x?(1 point) Responses 3x+115=20 3 x plus 115 is equal to 20 3x−20=100 3 x minus 20 is equal to 100 3x−100=20 3 x minus 100 is equal to 20 3x+35=100

YOUR CONFUSOING ME WITH DIFFERENT ANSWER GIVE ME ONE ANSWER FART BRAIN

Answer 1

I apologize for any confusion. The correct equation to solve for x would be:

20 + (3x + 15) = 100

This equation is obtained by considering that the sum of two adjacent angles is 100°, and one angle is given as 20° while the measure of the other angle is represented by (3x + 15)°. By adding the measures of both angles, we can set this sum equal to 100 and solve for x.