Originally posted by crucifiedx:
then how to solve..?
try to solve it. it's something you need to try bah. giving you the answer like that is not really helping you much.
Originally posted by eagle:There are 2 values
1) Consider 2 as the hypotenuse
side will be sqrt(2^2 - 1^2) = sqrt(3)2) Consider final side as hypotenuse
side will be sqrt (2^2 + 1^2) = sqrt(5)so a can be 3 or 5
i understand le. thanks.
(3-2x)^2 - x(2x-3) = 0
for this ques must i expand everything then factorise or can i just write:
(3-2x)^2=0 or x(2x-3)=0 ?
Originally posted by crucifiedx:(3-2x)^2 - x(2x-3) = 0
for this ques must i expand everything then factorise or can i just write:
(3-2x)^2=0 or x(2x-3)=0 ?
Expand is too troublesome
the 2nd one also wrong
Must note that (3-2x)^2 = (2x-3)^2
Then you can factorise 2x-3 out and solve...
Originally posted by eagle:Expand is too troublesome
the 2nd one also wrong
Must note that (3-2x)^2 = (2x-3)^2
Then you can factorise 2x-3 out and solve...
(3-2x)^2 = (2x-3)^2
huh? why are they the same?
Originally posted by crucifiedx:
(3-2x)^2 = (2x-3)^2
huh? why are they the same?
First, you must know that (3-2x) = (-1)(2x-3)
(3-2x)^2 = (3-2x)(3-2x)
= (-1) (2x-3) (-1) (2x-3)
= (2x-3)^2
Originally posted by eagle:First, you must know that (3-2x) = (-1)(2x-3)
(3-2x)^2 = (3-2x)(3-2x)
= (-1) (2x-3) (-1) (2x-3)
= (2x-3)^2
don't understand.. =X
which part dun understand?
Originally posted by eagle:which part dun understand?
tml then ask u ba.. =)
i forgot how to do this type of ques..
5t^2 = 12t
and how do i factorise
y^2 - 6xy + 5x^2 ?
Originally posted by crucifiedx:i forgot how to do this type of ques..
5t^2 = 12t
5t^2 - 12t = 0
t(5t - 12) = 0
:D
Originally posted by crucifiedx:and how do i factorise
y^2 - 6xy + 5x^2 ?
y -5x | -5xy
y -x | -xy
so you get (y-5x)(y-x)
tmr I teach u 1 more short cut magic eye method for these type questions
ok. thanks.. =)
so is it like that:
t(5t - 12) = 0
t=0
or 5t-12=0
5t=12
t=12/5 ?
correct!
you are one step closer to your A :D
Originally posted by eagle:correct!
you are one step closer to your A :D
=D