Advertisements
Advertisements
Question
If we subtract –3x2y2 from x2y2, then we get ______.
Options
– 4x2y2
– 2x2y2
2x2y2
4x2y2
Advertisements
Solution
If we subtract –3x2y2 from x2y2, then we get 4x2y2.
Explanation:
Given, monomials are –3x2y2 from x2y2.
Now, we have to subtract the first one from the second one.
i.e x2y2 – (–3x2y2) = x2y2 – (–3)x2y2
= x2y2 + 3x2y2
= (1 + 3)x2y2
= 4x2y2
APPEARS IN
RELATED QUESTIONS
Subtract the second expression from the first.
(14x2 + 8xy + 3y2); (26x2 − 8xy − 17y2)
Solve the following equation.
5m − 4 = 1
Solve:
(11m − 12n + 3p) − (9m + 7n − 8p)
Subtract: 15q from 25q
Subtract: m + n from 3m – 7n
When we subtract ‘a’ from ‘−a’, we get __________
Subtract – 3ab – 8 from 3ab + 8. Also, subtract 3ab + 8 from – 3ab – 8
Subtract:
3t4 – 4t3 + 2t2 – 6t + 6 from – 4t4 + 8t3 – 4t2 – 2t + 11
Subtract the following expressions:
–7p2qr from –3p2qr
Subtract the following expressions:
–a2 – ab from b2 + ab
