Question

Solve this problem with explanation ​

Answer 1

Step-by-step explanation:

are two angles whose measures add up to 90 degrees. You can think of them as two puzzle pieces that form one 90 degree angle when they are put together. When talking about complementary angles, it's important to remember that they're always in a pair. When discussing one of the angles in a complementary pair, we can say that one angle is the complement of the other or one angle is complementary to the other.

The question is “if an angle (2nd angle) is 60 more than two times the measure of its complement (1st angle and let’s call it “x”), how large are the two angles?”

x= the first angle

2x+60= the second angle

Adding the two angles, their sum should give us 90 degrees.

x+2x+60=90

3x=30

The 1st angle will be:

x= 10 degrees

while the 2nd angle gives us,

2(10)+60= 80 degrees

Answer 2

Answer:

complementary=x+y=90

Answer: option a

15+60=75

hence verified

Step-by-step explanation: