Question

there is a diagram with intersecting lines, angles labeled 62° and y°, and below it, boxes with x =, y =, and con = (with a box showing 118°).

Explanation:

Step1: Hallar ángulo $x$

Los ángulos alternos internos son iguales, así que $x = 62^\circ$.

Step2: Hallar ángulo $y$

Ángulos suplementarios suman $180^\circ$.
$y = 180^\circ - 62^\circ = 118^\circ$

Answer:

$x = 62^\circ$
$y = 118^\circ$
$\text{con} = 118^\circ$