minclara38
minclara38 minclara38
  • 21-06-2021
  • Mathematics
contestada

f(x) = x² , g(x) = x+1 find gof (2) , fog (2)​

Respuesta :

Sueraiuka
Sueraiuka Sueraiuka
  • 21-06-2021

Answer:

Explanation:

Hey there!

Here;

f(X) = x²

and g(X) = X+1

To find: gof (2) and fog (2)

For gof (2),

gof = g{f(X)}

= g (x²)

= x²+1

Then;

gof(2) = 2²+1

= 4+1

= 5

Therefore, gof (2) is 5.

For fog(2),

fog (X) = f{g(X)}

= f(X+1)

= (x+1)²

= x²+2x+1

= x²+2x +1

Then;

fog(2) = 2²+2*2+1

= 4+4+1

= 9

Therefore, fog(2) = 9.

Hope it helps!

Answer Link

Otras preguntas

write 6/10 as a terminating decimal
Please help I don't know what to do for number 40
Using Subjects and Predicates in a paragraph.Your best friend is on vacation, and you are pet-sitting. Write a paragraph about your experience taking care of yo
how did congress try to settle  the slavery issue in 1850?
How do you solve 6x89 (Distributive property)
Can someone help factor the expression  y2 + 10xy + 25x2
compare the square root of 7 & 2.1
How many times more basic is a solution with a pH of 10 than a solution with a pH of 8  a. A pH of 10 is two times as basic  b. A pH of 8 is two times as basic
what is the answer to 4 b-4=
What is 3,649x7 in distributive property form?