Question

incorrect
your answer is incorrect.
find x.
(there is a diagram with angles 59°, 119°, and x° related to intersecting lines and a triangle. the users previous answer was x = 20 which was marked incorrect.)

Explanation:

Step1: Find the supplementary angle of 119°

The angle adjacent to 119° on a straight line is \(180 - 119 = 61^\circ\).

Step2: Use the triangle angle - sum property

In a triangle, the sum of interior angles is \(180^\circ\). We know one angle is \(59^\circ\), another is \(61^\circ\), and the third is \(x^\circ\). So \(x=180-(59 + 61)\).
Calculate \(59+61 = 120\), then \(x = 180 - 120=60\).

Answer:

\(x = 60\)