Question

I need help :o

Answer 1

attached it

Answer 2

@Mertsj

Answer 3

\[g(x)=5^x-10\]
\[f(x)=3x+2\]
\[g(x)-f(x)=5^x-10-(3x+2)=5^x-10-3x-2=5^x-3x-12\]

Answer 4

:o im not sure what that would be.. @ mertsj
would it be
1.a?

Answer 5

What is 1 a?

Answer 6

number 1 would be a?

Answer 7

What is answer choice 1 a?

Answer 8

Given the parent functions f(x)= 3x+2 and g(x)=5x-10, what is g(x)-f(x)
g(x)-f(x)=5^x-8-3x
g(x)-f(x)= 5^x-12-3x
g(x)-f(x)=3x-8-5^x
g(x)-f(x)=3x+12-5^x

Answer 9

im confused im not sure what the answer would be.. i dont know how to do this and i need help till i can schedule tutoring on monday..

Answer 10

@Mertsj

Answer 11

I don't know what to do to help you. I worked the problem for you. I posted the exact answer. I don't know how to help you match my answer up with the answers you posted.

Answer 12

how about this one?
given the parent functions f(x)=log3 (5x-5) and g(x)= loge3 (x-1) what is f(x)-g(x)

Answer 13

@Mertsj

Answer 14

Write down log3(5x-5) and put a - sign after it.
Then write log3(x-1)

Answer 15

Which answer did you choose for number 1?

Answer 16

i chose b

Answer 17

Good for you.

Answer 18

am i right?

Answer 19

yes

Answer 20

Write down log3(5x-5) and put a - sign after it. Then write log3(x-1)

so log3(5x-5)-log3(x-1)

Answer 21

Now use this law of logs:

Answer 22

the log function always confuses me :/ idk how to really v.v

Answer 23

Now use this law of logs:
\[\log_{b}m-\log_{b}n=\log_{b}\frac{m}{n} \]

Answer 24

so confused :( log is so confusing can you show me step by step?

Answer 25

What corresponds to "m" in your problem?

Answer 26

the 5x?