42ax + 36ay – 7b2x – 6b2y
Solution:-
(42ax + 36ay) – (7b2x + 6b2y)
Here we can factor out 6a from first group
6a (7x + 6y) - (7b2x + 6b2y)
In second group, b2 can be factored out
6a (7x + 6y) – b2(7x + 6y)
Now we have (7x + 6y)in common and can be factored out.
(7x + 6y) (6a – b2)
So (7x + 6y) (6a – b2) are the factors of the polynomial 42ax + 36ay – 7b2x – 6b2y.
To know more:
Square root calculator
Infinite limits
No comments:
Post a Comment