Answer:
what is your question.. if any problems then I will try to solve if I know.
1. 37 degree. A triangle has 180 there is a right angle 90 and then c is 53 which leaves 37 for a
The two interior angles of the triangle is 75 and 105 degree.
<h3>What is the exterior angle theorem ?</h3>
According to the exterior angle theorem , The size of an exterior angle of a triangle is the sum of of smaller of two opposite interior angles.
It is given that
Let the measure of the two interior angle be x and y
then
The size of an exterior angle of a triangle is the supplement of smaller of two opposite interior angles
x+ y = 180
the greater of the opposite interior angles exceeds the smaller by 30 degrees , find the measure of the interior angles of the triangle.
x = y+30
By substitution method
y+30+y = 180
2y +30 = 180
2y = 150
y = 75 degree and x = 105 degree.
Therefore the two interior angles of the triangle is 75 and 105 degree.
To know more about exterior angle theorem
brainly.com/question/956912
#SPJ1
Answer:
The answer is c!
Step-by-step explanation:
Answer:
y > 7
Step-by-step explanation:
