factorisation of xy-pq+qy-px is?
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Answered by
115
Given xy - pq + qy - px
= xy - px - pq + qy
= x(y - p) + q(y - p)
= (x + q)(y - p).
Hope this helps!
= xy - px - pq + qy
= x(y - p) + q(y - p)
= (x + q)(y - p).
Hope this helps!
Answered by
33
Heya,
Here is your answer:-
》xy - pq + qy - px
=> xy - px + qy - pq [take out the common variable]
=> x (y-p) + q (y-p)
=> (x+q) (y-p) are the factors of xy - pq + qy - px
Hope my answer helps you :)
Regards,
Shobana
Here is your answer:-
》xy - pq + qy - px
=> xy - px + qy - pq [take out the common variable]
=> x (y-p) + q (y-p)
=> (x+q) (y-p) are the factors of xy - pq + qy - px
Hope my answer helps you :)
Regards,
Shobana
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