Given the function G(v)=5v+7, find each of the following, G(2)=, G(-7)=, G(6.5)=
To find the values of G(2), G(-7), and G(6.5) for the given function G(v) = 5v + 7, we simply substitute the given values of v into the function and calculate the result.
For G(2), we substitute v = 2 into the function:
G(2) = 5(2) + 7 = 10 + 7 = 17
Therefore, G(2) = 17.
For G(-7), we substitute v = -7 into the function:
G(-7) = 5(-7) + 7 = -35 + 7 = -28
Therefore, G(-7) = -28.
For G(6.5), we substitute v = 6.5 into the function:
G(6.5) = 5(6.5) + 7 = 32.5 + 7 = 39.5
Therefore, G(6.5) = 39.5.