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

Which of the following elements is not necessary to prevent value conflicts in the work place? A. Honest communication B. Consideration C. Tolerance D. Avoidan
0.2(x+50)-6=0.4(3x+20)
Which is 243 written as a power of a number? A. 3^4 B. 3^5 C. 9^3 D. 8 1^3
What is the scientific notation of 6,780?
a defensive tackle picks up the 0.5kg football to a height of 0.8m in 0.25s .... 1.calculate the work done 2.calculate the power generated
What was the purpose of the Open Door Policy?
Do the technical changes of today have the same kind of impact on daily life as the changes of the early 1800s?
22 is 44 percent of what number
how many inches are in 13 and a half feet
what is 67/100 closer too 0,1/2 or 1