Question

Math help, will medal.

Answer 1

whats you math problem?

Answer 2

1. If g(x) = 2x- x +5 , then g (2) = __. (1 point)
2
6
7
9
19

Answer 3

Im thinking its 7.

Answer 4

Substitute 2 for all of the x's to get 2(2)-2+5=4-2+5=2+5=7. So yes you are correct.

Answer 5

Hey Thanks I have a few more can you help? Ill make a new post, so I can medal you again!

Answer 6

I can try :)

Answer 7

Heres 2-4 if you'll take a look at them.

Answer 8

Im thinking A, C, D

Answer 9

g(x) = 2(2) - 2 +5
g(x) = 4-2+5
g(x) = 2+5
g(x)= 7

Answer 10

g(2)= 2(2)-2+5
step1: 2*2=4
step2: 4-2=2
step3: 2+5=7.

Just plug in a 2 where ever you see an x and follow the mathematical opertation through to completion. (g(2) for g(x) means exactly that, you are given a value for the variable x, so go to it and plug it in!)

Answer 11

Yeah

Answer 12

I posted another question guys! Thnak you!

Answer 13

ok

Answer 14

Lets see

Answer 15

For number 2 you need to substitute all the a's for 3 and all of the b's for 2. So now it's going to be 3^2 -2^2/3+2. So solving that is 9-4/5=5/5=1

Answer 16

Okay Ill send it through again. Im thinking A, C, D

Answer 17

Okay so @kimbllse777 Its 1, not -5?

Answer 18

Yes

Answer 19

Okay thank you!

Answer 20

For 3 substitute all of the c's for 2 and all of the d's for 1. So it will look like 2^2 + 1^2 -4= 4+1-4=5-4=1

Answer 21

Okay so for number three I plugged the numbers as well.
2 and 1=2^2+1^2-4
2 and 1= 4+1-4
2 and 1= 5-4=1 so 1 again?

Answer 22

LOL OK Cool one more then Ill make another post and tag you.

Answer 23

And the last one.
a*b=a^2-2ab+b^2/a-b
3x4= 3^2-2(3*4)+4^2/3-4
3*4= 9-2(12)+16/1
3*4= 7(12)+16/1
3*4= 84+16/1
3*4=100/1
Im not sure if I did something wrong but that's not one of the answer choices...

Answer 24

For 5 you need to substitute all of the a's for 3 and all of the b's for 4. So now it will be 3^2-2(3)(4)+4^2/3-4 = 9-2(3)(4)+16/3-4 = 9-24+16/-1 = -15+16/-1 = 1/-1 = -1

Answer 25

Okay Yours make wayyy more sense! Thanks for explaining. Ill close this in tag you in another one!

Answer 26

Do you see where you went wrong?