zeniamendoza1999 zeniamendoza1999
  • 03-10-2017
  • Mathematics
contestada

If f(x)= 2x+8 and g(x) = x^4, what is (g°f)(-3)?

Respuesta :

wooerfara3661
wooerfara3661 wooerfara3661
  • 03-10-2017
g(f(x))=(2x+8)^4=>g(f(-3))=(2(-3)+8)^4=(-6+8)^4=(+2)^4=16
Answer Link
andriansp andriansp
  • 03-10-2017
To answer this question, first you need to find the (g°f) function. It will be found by inserting the f(x) into g(x). It should be: 
g(x) = x^4
(g°f)(x)= (2x+8)^4
(g°f)(-3)= (2*-3+8)^4
(g°f)(-3)= (8-6)^4= 2^4= 16
Answer Link

Otras preguntas

What is 0.006 written as a fraction of a percent?
what occurs in order to break the bond in a cl2 molecule? explanation please.
Write the equation of a line that is perpendicular to the line y=1/3X-7 and passes through the point (5,-2)
63 cm and 6 m wich one is great than other
A rock falls from rest a vertical distance of 0.72 meter to the surface of a planet in 0.63 second. What is the magnitude of the acceleration due to gravity on
think the answer is -8? -9+n/4=-7
Top killers of children under the age of five include pneumonia, diarrhea, and malaria. true or false
In “Cruel Tribute,” which character’s actions most advance the development of the plot?
What are to ratios that are equivalent to 1:1?
if a supreme court justice were to argue using a precedent what might he or she do