Make sure to complete each step for full credit. The angles below are supplementary. Remember that supplementary angles add up to 180 degrees. 149 and ( 13x + 5 ) step 1: write out an equation that will solve for x step2: show each step for solving for x using inverse operation step 3: circle your final answer for x

Question

Make sure to complete each step for full credit. The angles below are supplementary. Remember that supplementary angles add up to 180 degrees. 149 and ( 13x + 5 ) step 1: write out an equation that will solve for x  step2: show each step for solving for x using inverse operation step 3: circle your final answer for x

GPT-4o mini · Answer

To find the value of $ x $ in the given problem involving supplementary angles, we will follow the steps you outlined. ### Step 1: Write out an equation that will solve for $ x $ Since the angles are supplementary, they add up to 180 degrees. We can set up the following equation: $$ 149 + (13x + 5) = 180 $$ ### Step 2: Show each step for solving for $ x $ using inverse operations 1. **Combine like terms**: $$ 149 + 13x + 5 = 180 $$ $$ 154 + 13x = 180 $$ 2. **Subtract 154 from both sides**: $$ 13x = 180 - 154 $$ $$ 13x = 26 $$ 3. **Divide by 13**: $$ x = \frac{26}{13} $$ $$ x = 2 $$ ### Step 3: Circle your final answer for $ x $ $$ \boxed{2} $$ This is the final answer for $ x $.

Step 1: Write out an equation that will solve for \( x \)

Step 2: Show each step for solving for \( x \) using inverse operations

Step 3: Circle your final answer for \( x \)