find m<a and m<b if a is 60
m < a ---> m < 60, but with the information you have given, I have no idea of the value of b.
GIVEN: m<a, m<b, a = 60
INEQUALITY: m < b < 60.
The inequality states that b is
greater than m but less than 60.
So b is located between m and 60.
To find m<a and m<b, we need more information about the relationship between angles a and b, such as whether they are complementary, supplementary, or part of a particular geometric figure.
If we assume that a and b are supplementary angles (i.e., they add up to 180 degrees), we can use this information to find m<a and m<b.
Since a is given as 60 degrees, we know that a + b = 180 degrees. Rearranging this equation, we can find b:
b = 180 - a
b = 180 - 60
b = 120
Therefore, m<a = 60 degrees and m<b = 120 degrees.