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OpenStudy (anonymous):
We should better take an example here.. Right??
OpenStudy (factor):
yup
OpenStudy (factor):
go ahead
OpenStudy (factor):
explain me with an example please
OpenStudy (anonymous):
So, let us factor firstly a simple one..
\(Example : Factorize \; \; \; x^2 + 4x + 3\)
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OpenStudy (anonymous):
Firstly you must compare it with standard equation given as: \(ax^2 + bx + c\)
Can you tell me on comparison, what are values of a,b and c?
OpenStudy (factor):
say WHAT
OpenStudy (factor):
yup @waterineyes
OpenStudy (anonymous):
first of all we w'll take lcm of by multiplying 3 to \(x^2\)
now, by taking lcm we get \(3*1\) so
in middle we add those numbers which ...if we add them then we get 4x
|dw:1407746458179:dw|
OpenStudy (factor):
okay
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OpenStudy (anonymous):
here we add \(x\) instead of co-efficient ''1''
now \(x^2+3x+x+3\)
OK
OpenStudy (anonymous):
now we we'll make factors by taking common
\(x{(x+3})~+~1(x+3)\)
\((x+1)(x+3)\) this is answer
more ?