Find m<E and m<N given the measurements of angle F and angle P are equal and m<E = xsquared and m<N = 4xsquared - 75
To find m<E and m<N, given that m<F = m<P and m<E = x^2 and m<N = 4x^2 - 75, you need a value for x.
Let's assume x = 5.
Substituting x = 5 into the expressions for m<E and m<N, we get:
m<E = (5)^2 = 25
m<N = 4(5)^2 - 75 = 4(25) - 75 = 100 - 75 = 25
Therefore, when x = 5, m<E = 25 and m<N = 25.