One of the angles obtained at the intersection of two straight lines is 48. Find the remaining angles.

It is known from the condition that one of the angles obtained at the intersection of two straight lines is 48 °. In order to find all the angles formed at the intersection of two lines, we will use their properties.

It is known that when two straight lines intersect, two pairs of equal angles are formed.

This means that two angles at the intersection of straight lines are equal to 48 °, as vertical.

And we also know that the sum of adjacent angles is 180 °.

x + 48 ° = 180 °;

x = 180 ° – 48 °;

x = 132 °.

And two corners of 132 °.

Answer: the angles at the intersection of two straight lines are 48 °; 132 °; 48 °; 132 °.