Solve by factorising: From Quadratic Equation
(7.) 2x^2 + ax - a^2 = 0
(Ans: ) - a , a / 2
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Answered by
5
Hey user
Here is your answer :-
2x^2 + ax - a^2 = 0
》2x^2 + 2ax - ax - a^2 = 0
》2x ( x + a ) - a ( x + a ) = 0
》( x + a )( 2x - a ) = 0
x + a = 0 or 2x - a = 0
x = - a or x = a/2
Thank you
Here is your answer :-
2x^2 + ax - a^2 = 0
》2x^2 + 2ax - ax - a^2 = 0
》2x ( x + a ) - a ( x + a ) = 0
》( x + a )( 2x - a ) = 0
x + a = 0 or 2x - a = 0
x = - a or x = a/2
Thank you
Answered by
7
Hii there!!
2x^2 + ax - a^2
( Factorising by spitting the middle term )
= 2x^2 + 2ax - ax - a^2
= 2x ( x + a ) - a ( x + a )
= ( x + a ) ( 2x - a )
Hope it helps.....
2x^2 + ax - a^2
( Factorising by spitting the middle term )
= 2x^2 + 2ax - ax - a^2
= 2x ( x + a ) - a ( x + a )
= ( x + a ) ( 2x - a )
Hope it helps.....
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