Question

g(x)=frac(x-3){x(x+1)}

Answer 1

\[g(x)=\frac{x-3}{x(x+1)}\]

Answer 2

what is the question?

Answer 3

yes find the vertical asymptotes if any

Answer 4

set denominator = 0 and solve:\[x(x+1)=0\]
\[x=0\] or \[x=-1\] so there are two.

Answer 5

need the horizontal one as well? degree of numerator is 1,degree of denominator is 2, and since 2 > 1 it is \[y=0\]

Answer 6

gotta make sure that the bottom doesnt cancel the top; if it does, that would be a hole; but this problem is good....

Answer 7

thanks

Answer 8

\[\log_{c}t+\log_{c}s \]

Answer 9

logc(ts)

Answer 10

\[log_c(ts)\]

Answer 11

hello again.

Answer 12

oh so the bases never changes when re-writing??

Answer 13

not in that case :)

Answer 14

if they are different you cannot do it.

Answer 15

k thanks ...was always confused about that..lol teachers dont kno what they are talking about..lol

Answer 16

typical

Answer 17

pre-calc class?

Answer 18

sort of its a new thing in orlando ..its a college readiness class that is basically preparing you to take pre-calc in college

Answer 19

\[\frac{2x}5=\frac{x}3+2;solve\]

Answer 20

i amristre can u help me after her

Answer 21

orlando eh... im over near brooksville

Answer 22

perhaps :) hypers are easy

Answer 23

amristre can u help me after her

Answer 24

*15 all of it....

6x = 5x +30

x = 30 maybe?

Answer 25

dbl check

Answer 26

amristre can u help me after

Answer 27

60/5 = 30/3 +2

6 = 10+2 .... gonna have to see what I did lol

Answer 28

i can yes...

Answer 29

2x x
--- = --- + 2
5 3


2x = 5x/3 +10

2x = 5x+30/3

6x = 5x +30

x = 30 .....

2(30) 30
---- = --- + 2
5 3

2(6) = 10 + 2

12 = 12 ; well it worked that time lol.. my dbl check must have been off

Answer 30

60/5 = 12 lol.....

Answer 31

answer is either -+30 or -+60..but thanks lol

Answer 32

x = 30 fer sure

Answer 33

ok her is my impossible problem...lol

Answer 34

x^2+7x+10 times x^2+6x
---------- ----------- multiply
x^2+8x+12 x^2+13x+40

Answer 35

factor to see what cancels...

2,5,x,6
------
6,2,8,5

,,x,
--- = x/(x+8) if I see it right
,,8,

Answer 36

brilliant!

Answer 37

but can you walk me through it so i can no how to do it myself

Answer 38

\[\log_{3}...x=5 \]

Answer 39

log_{3} x=5