Question

The interior angles of a triangle have measures 102°, 16°, and m°.

What is the value of m?
 
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Answer 1

The sum of the interior of a triangle is 180 degrees. So the equation would be 102 + 16 + M = 180. So all you do is add 102 and 16 which is 118. Then you subtract that from 180. Therefore M is 62 degrees

Answer 2

value of m is 62 degree

Explanation:

The sum of the measure of an interior angles add up to 180 degree.

As per the statement:

The interior angles of a triangle have measures 102°, 16°, and m°

then;

we have;

`102^(\circ)+16^(\circ)+m^(\circ) = 180^(\circ)`

`118^(\circ)+m^(\circ) = 180^(\circ)`

Subtract 118 from both sides we get;

`m^(\circ) = 180 -118 = 2^(\circ)`

therefore, the value of m is 62 degree.