m<jrs is 140 degrees.m<T is 8x+4 and m<5 is 3x+4. what is the numerical value of m<t
please help
To find the numerical value of m<T, you need to first solve the equation for m<T in terms of x.
Given that m<jrs is 140 degrees and m<T is 8x + 4, you need to use this information to determine the value of x.
Since m<T and m<jrs are alternate interior angles, they are congruent. This means their measures are equal.
So, you can set up an equation as follows:
8x + 4 = 140
Now, solve for x by isolating the variable:
8x = 140 - 4
8x = 136
x = 136/8
x = 17
Now that you have the value of x, substitute it back into the equation for m<T:
m<T = 8x + 4
m<T = 8(17) + 4
m<T = 136 + 4
m<T = 140
Therefore, the numerical value of m<T is 140 degrees.