Question

m2−4m−21m2−5m−14−m2+5m+6m2+2m−3

Answer 1

@mihirb @agent0smith

Answer 2

lemme re write it ughhhh

Answer 3

\[\frac{ m^2 - 4m - 21 }{m^2 -5m - 14 } - \frac{ m^2 + 5m + 6 }{ m^2 + 2m - 3 }\]

Answer 4

ok

Answer 5

let me factor it:

Answer 6

@hartnn oh hey ive missed ya !

Answer 7

lol hieee :)

Answer 8

@mihirb omg whyyyyyy

Answer 9

there are 4 quadratics, could you factor any one of them ?

Answer 10

yes im bout to factor them right now , hold up

Answer 11

I'm pretty sure you're able to do this now, just make sure you factor, find the common denominator, and distribute the negative :)

Answer 12

lol the darn negative

Answer 13

\[\frac{ ( m - 7 ) ( m + 3 ) }{ ( m + 2 ) ( m - 7 ) } + \frac{ ( m + 3 ) ( m + 2 ) }{ ( m + 3 ) ( m - 1 )}\]

Answer 14

@agent0smith no its a positive this time

Answer 15

Sign in the middle was a minus... oh

Answer 16

It's a minus above.

Answer 17

means the question had a positive sign ?

Answer 18

my fault , its a + you guys

Answer 19

no problem, go ahead and cancel alll the terms that you can

Answer 20

\[\frac{ ( m + 3 ) ( m - 1 ) + ( m + 2 ) ( m + 2 ) }{ ( m + 2 ) ( m - 1 )}\]

Answer 21

wow, you really need us !? :P

Answer 22

Looks right.

Answer 23

I said she'd know how to do it! :D

Answer 24

looks like agent taught you well :)

Answer 25

wait im not done lol

Answer 26

ofcourse, but there's nothing much to do
simplify the numerator

Answer 27

i have to factor the numerator again

Answer 28

what did u get as numerator ?

Answer 29

its up at the top

Answer 30

yes, did u simplify it by distibuting terms ?

Answer 31

\[\frac{ 2m^2 + 6m + 1 }{ ( m + 2 ) ( m - 1 )}\] as my final answer

Answer 32

absolutely correct! :)

Answer 33

yay (: thank you , i got 100 % on my quiz <3

Answer 34

Yay :D

Answer 35

omg! \(\large Congratulations! \ddot \smile \)

Answer 36

thank thank you , i owe it all to my tutors haha

Answer 37

You learned fast :) And you had most of the required knowledge down already.

Answer 38

awe thank you (: