In triangle a b c the angle B is 14 degrees and the angle is 3 times greater. Find the angle C of the triangle.

Before you know the value of the angle C, you should remember the rule.
According to this rule, the sum of the values of all the angles of the triangle is 180 °.
Now let’s write ABC for all angles of the specified triangle.
A + B + C = 180 °.
By condition, it is given that the angle A = 3B. With this in mind, we write it down.
3B + B + C = 180 °.
4B + C = 180 °.
C = 180 ° – 4B.
Now we plug in the numeric value of B and calculate.
C = 180 ° – 4 × 14 °.
C = 180 ° – 56 °.
C = 124 °.
Answer: C = 124 °.