Question

g(x)= 4x^-5, h(x)= (x+2)/4
what is g(x)/h(x), please she work/explain
g(x)= 4x^-5, h(x)= (x+2)/4
what is g(x)/h(x), please she work/explain
@Mathematics

Answer 1

i need it as if it still had X in the equation

Answer 2

g(x)= 4x^-5, h(x)= (x+2)/4 try to divide the g/h

Answer 3

well, 1st off, if you take the negative exponent and make it a positive by making it a detonator, does the 4 go with it?

Answer 4

where does the 16 come from?

Answer 5

the 4 in the denominator will be mult by the numerator 4

Answer 6

ok, so if we do go with that, then the type of answer im looking for is something like 16(1/x^6+2)

Answer 7

no, because what did you do to get rid of the negative?

Answer 8

the x^-5 wil be mult by the denominator when you changed to positive sign

Answer 9

i was taught that it moves to the detonator

Answer 10

yes look at my solution now,,it goes to the denom and becomes positive on sign

Answer 11

4x^-5, h(x)= (x+2)/4 =16/[x^5(x+2)]=16/[(x^6 +2x^5)] ans

Answer 12

the 16 remains on the numerator and the x^5 now in the denom

Answer 13

but theres only one x^-5 and one x as demonators, so how are there a total of 11 in the end?

Answer 14

note on the sign of16(x^-5)/(x+2)

Answer 15

16(x^-5)/(x+2)
=16/[x^+5)(x+2)]

Answer 16

ohhh, you took that as a minus!!! its a negative

Answer 17

now you can mult the denominator

Answer 18

yes im sory i didnot noticed the negative sign before, now its like this
16(x^-5)/(x+2)
=16/[x^+5)(x+2)]
=16/[(x^6 +2x^5)] ans

Answer 19

did you get it jiwani?

Answer 20

????

Answer 21

tell me if you get confused for i will explain it

Answer 22

aroub may explain it better than me,....lol

Answer 23

haaha!! no its all yours man!! =D

Answer 24

i have a test over this stuff in a few hours so i dont know how much of it my teacher will explain to me, if any at all. but idk, im just gonna ask her and see if she can explain it

Answer 25

ok thnx aroub, i gotta go now,,,lol

Answer 26

ok aroub its your turn

Answer 27

hm jiwani believed me my solution there is correct,,try to se what happened to x^-5 went down to the denom. and changed to x^5