a minus b minus A square + b square factorise it
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Answered by
121
1)-
a - b - a² - b²
1(a - b) - {(a+b) (a-b)}
(a - b) { 1 - (a+b)}
(a-b)( 1 - a -b)
2)-
9 - a² +2ab -b²
-1[ -9 +a² -2ab +b²]
-1[ -9 + (a - b)²]
9 - (a -b)²
3² - (a -b)²
[3-(a-b)] [3+(a-b)]
( 3-a +b) ( 3+a -b)
3)-
1 + 2ab - (a²+b²)
-1 [ -1 -2ab +(a²+b²)]
-1 [ -1 -2ab +a²+b²]
-1 [ -1 + (a-b)²]
1 - (a-b)²
1² - (a - b)²
[ 1 + (a -b)] [ 1 - (a -b)]
[ 1 + a -b] [ 1 -a +b]
I hope this will help you
-by ABHAY
a - b - a² - b²
1(a - b) - {(a+b) (a-b)}
(a - b) { 1 - (a+b)}
(a-b)( 1 - a -b)
2)-
9 - a² +2ab -b²
-1[ -9 +a² -2ab +b²]
-1[ -9 + (a - b)²]
9 - (a -b)²
3² - (a -b)²
[3-(a-b)] [3+(a-b)]
( 3-a +b) ( 3+a -b)
3)-
1 + 2ab - (a²+b²)
-1 [ -1 -2ab +(a²+b²)]
-1 [ -1 -2ab +a²+b²]
-1 [ -1 + (a-b)²]
1 - (a-b)²
1² - (a - b)²
[ 1 + (a -b)] [ 1 - (a -b)]
[ 1 + a -b] [ 1 -a +b]
I hope this will help you
-by ABHAY
abhi569:
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Answered by
33
Factor out a-b(-a-b+1) from -a^2+b^2+a-b
-a^2-ab+a•1+ba+b^2-b•1
-a^2-ab+a•1+ba+b^2-b•1
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