# One of the angles of the triangle is 27 degrees, and the second is twice the third.

**One of the angles of the triangle is 27 degrees, and the second is twice the third. Find the corners of the triangle and set its appearance.**

This problem will be solved by drawing up an equation;

Let x be the measure of the third angle in a given triangle;

Then 2 * x is the measure of the second angle in this triangle;

We also know that the first angle in this triangle is 27 °, and the sum of all angles in this triangle is 180 °, we compose an equation of the following form:

x + 2 * x + 27 = 180 °;

3 * x = 180 – 27;

3 * x = 153;

x = 153: 3;

x = 51.

51 ° is the measure of the third angle in this triangle;

2 * 51 = 102 ° is the measure of the second angle in this triangle.

Answer: 51 ° is the measure of the third angle in this triangle; 102 ° is the measure of the second angle in this triangle.