Factorise a(a-1) - b(b-1)
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Answered by
28
open the brackets
a²-a-b²+b
a²-b²-a+b
By identity a²-b²=(a+b) (a-b)
(a+b)(a-b)-a+b
___________________________________
Taking common
(a+b)(a-b)-1(a-b)
{a-b} (a+b-1)
I hope this will help you
By maths aryabhatta
a²-a-b²+b
a²-b²-a+b
By identity a²-b²=(a+b) (a-b)
(a+b)(a-b)-a+b
___________________________________
Taking common
(a+b)(a-b)-1(a-b)
{a-b} (a+b-1)
I hope this will help you
By maths aryabhatta
abhi569:
Was it helpful
Answered by
34
Hey there!
a ( a - 1 ) - b ( b - 1 )
= a² -a -b² +b
= a² - b² - ( a - b)
= ( a - b) ( a + b - 1 )
Hope helped!
a ( a - 1 ) - b ( b - 1 )
= a² -a -b² +b
= a² - b² - ( a - b)
= ( a - b) ( a + b - 1 )
Hope helped!
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