Help with an Algebra question

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Help with an Algebra question

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\[\frac{ 4 }{ t-2 } - \frac{ 8 }{ t ^{2} -2t} = -2\]
help pls
i beg

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Other answers:

ok
first step take lcm of the denominators
what do you get
is the lcm t-2(t^2-2t)
yes
and then i multiple that to the numerators
good
thankss i think im good from there on :)
then what do you get
oh im still up to that step lol, i had trouble finding lcd
you need help
it will come to 4t^2-16t+16/(t-2)(t^2-2t)=-2
hey how far did you go
my answer came out weird
why?
I multiplied the LCD by the numerators but instead of 4t^2-16t+16 i got 4t^2-16t+8
|dw:1441777449360:dw|
this is the first fraction
oh wait i got 4t^2+16t-16 now
good
4t^2+16t-16=-2
where did the denominator go
it was canceled out by the lcd
no i told you what it would be like check my previous 6 th post
4t^2-16t+16/(t-2)(t^2-2t)=-2
doesnt the denominator get canceled out by the lcd when multiplying the numerator?
no
|dw:1441777787854:dw|
i was taught this way by my teacher
you will get 2[(t-2)(t^2-2t)]=4t^2-16t+16 cross multiply
no baby you were taught wrong
one thing you can do to simplify your equation
you know how to do middle term breaking?
no i have never heard of that
oh
but without mid term this would be difficult
this problem is the hardest problem on my homework :(
will you be able to learn mid term if i teach you
I will try but Im a slow math learner
But lately my teacher use only lcd but this question is weird
http://www.ask-math.com/quadratic-factorization-using-splitting-of-middle-term.html
go to this page and see what you can understand
okay
didi you understand anything
hey i've got another easy way of solving this,do you need it
see 4t^2-16t+16=0 it is a quadratic equation so if take 4 common from the entire equation we will have t^2-4t+4=0
now you know the formula-(a-b)^2 a^2-2ab+b^2
see 4t^2-16t+16=0 it is a quadratic equation so if take 4 common from the entire equation we will have t^2-4t+4=0
so now (t-2)^2=t^2-4t+4
so now we can write|dw:1441780923538:dw|
|dw:1441780968546:dw|
by cross multiplying we get|dw:1441781055816:dw|
this is again a quadratic equation and now you got to do mid term breaking
|dw:1441781481309:dw|
so now |dw:1441781642659:dw|

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