Given that f(x)= 4x-7 and g(x) = 3x+1 over 2 determine the value of
G(0)+G(5)
@oobleck, that 3x sure looked like x^2 to me at the time, lol
(old's-heimers setting in, just getting ready to celebrate my 80th)
g(x) = (3x+1)/2
g(0) = (0+1)/2 = 1/2
g(5) = (25+1)/2 = 13
g(0) + g(5) = 1/2 + 13 = 27/2
where does the f(x) enter the picture ?
you defined f and g
but please define G
is it some function of f and g ?
when did 3*5 = 25?
To find the value of G(0) + G(5), we need to first evaluate the functions g(x) at x=0 and x=5 separately, and then add the results together.
Let's start by finding g(0):
g(x) = (3x + 1)/2
Substitute x=0 into the function:
g(0) = (3(0) + 1)/2
g(0) = 1/2
Now let's find g(5):
g(x) = (3x + 1)/2
Substitute x=5 into the function:
g(5) = (3(5) + 1)/2
g(5) = (15 + 1)/2
g(5) = 16/2
g(5) = 8
Finally, we can calculate G(0) + G(5):
G(0) + G(5) = g(0) + g(5)
G(0) + G(5) = 1/2 + 8
G(0) + G(5) = 8.5
Therefore, G(0) + G(5) = 8.5.