Question

Explain in 2 to 4 complete sentences how to find the value of x
bottom line 8x-4
top line
Middle line 60°

Answer 1

To find the value of \( x \) in the given configuration, you need to recognize that the bottom line, represented as \( 8x - 4 \), forms an angle of \( 60° \) with the top line. Assuming the bottom line and the top line are part of a transversal cutting through parallel lines, the angles formed can be related. Thus, you can set up the equation \( 8x - 4 = 60 \) and solve for \( x \) by adding 4 to both sides to get \( 8x = 64 \), and then dividing both sides by 8, resulting in \( x = 8 \).