A figure displays two complementary nonadjacent angles. If one of the angles has a measure of 39 , what is the other angle measure?
3 answers
Complementary angles add up to $90^\circ$. If one angle measures $39^\circ$, then the other angle measures $90^\circ-39^\circ=\boxed{51^\circ}$.
please explain
Complementary angles are angles that add up to 90 degrees. In this problem, we are given that the two angles are complementary.
If one of the angles measures 39 degrees, let's call the other angle $x$ degrees. Since the two angles are complementary, we know that $x+39=90$.
To find $x$, we need to solve this equation for $x$. By subtracting 39 from both sides of the equation, we have $x = 90 - 39$. Simplifying further, we find that $x = \boxed{51}$ degrees.
So, the other angle measures 51 degrees.
If one of the angles measures 39 degrees, let's call the other angle $x$ degrees. Since the two angles are complementary, we know that $x+39=90$.
To find $x$, we need to solve this equation for $x$. By subtracting 39 from both sides of the equation, we have $x = 90 - 39$. Simplifying further, we find that $x = \boxed{51}$ degrees.
So, the other angle measures 51 degrees.