One of the angles formed at the intersection of two straight lines is 22 ° smaller than the other. Find the resulting corners.

When two straight lines intersect, 4 angles are formed – oppositely equal. Adjacent angles (adjacent) are always 180 °. Let’s take the smaller angle as x ° and create the equation:

x + (x + 22 °) = 180 °;

x + x + 22 ° = 180 °;

2x + 22 ° = 180 °;

2x = 180 ° – 22 °;

2x = 158 °;

x = 158 ° / 2;

x = 79 ° – smaller angle,

Then the larger angle is 22 ° larger:

79 ° + 22 ° = 101 ° – larger angle.

Answer: 79 °, 79 °, 101 °, 101 °