A function is shown.
What is the value of f(-4)?
7 answers
Since the given function is not provided, we cannot determine the value of f(-4) without more information.
solve
f(x)=10-4x
f(x)=10-4x
To find the value of f(-4), we can substitute -4 for x in the function f(x) = 10 - 4x and evaluate it.
f(-4) = 10 - 4(-4)
= 10 + 16
= 26
Therefore, the value of f(-4) is 26.
f(-4) = 10 - 4(-4)
= 10 + 16
= 26
Therefore, the value of f(-4) is 26.
Solve
f(x)=-3+8x^2
f(x)=-3+8x^2
To find the value of f(x) when x = -4, we can substitute -4 for x in the function f(x) = -3 + 8x^2 and evaluate it.
f(-4) = -3 + 8(-4)^2
= -3 + 8(16)
= -3 + 128
= 125
Therefore, the value of f(-4) is 125.
f(-4) = -3 + 8(-4)^2
= -3 + 8(16)
= -3 + 128
= 125
Therefore, the value of f(-4) is 125.
A pizza shop owner determined the annual profit in dollars from selling using p(n)=32n-0.04n^2. Where n is the number of pizzas sold. What is the annual profit if the pizza shop owner sells 350 pizzas?
To find the annual profit if the pizza shop owner sells 350 pizzas, we can substitute 350 for n in the function p(n) = 32n - 0.04n^2 and evaluate it.
p(350) = 32(350) - 0.04(350)^2
= 11200 - 0.04(122500)
= 11200 - 4900
= 6300
Therefore, the annual profit if the pizza shop owner sells 350 pizzas is $6300.
p(350) = 32(350) - 0.04(350)^2
= 11200 - 0.04(122500)
= 11200 - 4900
= 6300
Therefore, the annual profit if the pizza shop owner sells 350 pizzas is $6300.
1 answer