Verify
Trying to figure out the answer now
use (a-b)^2 formula
(a-b)^2 = a^2 - 2ab + b^2
(8sqrtb-5)^2
@ganeshie8
nope, u need to expand... wolfram WILL NOT help u this time ok
use the formula :)
\((a-b)^2 = a^2 - 2ab + b^2\)
Damn lol cause I don't understand how to use the formula
Where is to 2 coming from? I'm soooooooo lost!
oh if u dont wanto use the formula, there is another way
let me show u
ok please do
u might like it better than the damn formula
I'm sure I will
\(\large (5 - 8\sqrt{b})^2 = (5 - 8\sqrt{b}) (5 - 8\sqrt{b}) \)
but u should practise using formula for now its ok
see if u can simplify the right hand side, like u simplified in the last problem
FOIL
Would it be 8sqrtb^2?
lets see : \(\large (\color{red}{5 - 8\sqrt{b}}) (\color{green}{5 - 8\sqrt{b}}) \) \(\large \color{red}{5 } (\color{green}{5 - 8\sqrt{b}}) - \color{red}{8\sqrt{b}}(\color{green}{5 - 8\sqrt{b}})\)
fine wid wat i did in second step ?
I'm trying
89+16sqrt5b
ok, here is the complete solution :- \(\large (\color{red}{5 - 8\sqrt{b}}) (\color{green}{5 - 8\sqrt{b}}) \) \(\large \color{red}{5 } (\color{green}{5 - 8\sqrt{b}}) - \color{red}{8\sqrt{b}}(\color{green}{5 - 8\sqrt{b}})\) \(\large 25 - 40 \sqrt{b} - 40 \sqrt{b} + 64b\) \(\large 25 - 80 \sqrt{b} + 64b\)
let me knw if any step doesnt make sense
That's the final answer?
yes the last line is the final answer, but you need to make sure u digest it fully -- else, these simplifications will haunt u everywhere u go, they come in almost all places !
I'm writing it down so I can practice later.. on a time crunch now.
okie good luck
Thank you.. I think I understand
:) good to hear !
anything is easy for u, lol u did the most difficult problems in statistics !!
to my knowledge, statistics is the hardest subject
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