Multiplication of a Polynomial and Monomial
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- Monomial
- Trinomial
- Binomial
- Constant
Find the value of a3−b3−3a2b+3ab2 , when a = 4 and b = 3.
None of these
1
12
21
If the length and breadth of a rectangle are (x2−x+2) cm and (x2+x−2) cm respectively, find the area of the rectangle.
x4−x3−x2−4x
x4−x2+4x−4
x4−5x3−x2
x4−x3−4x2+4
Find the value of (x+y)(x−y)(x2+y2) when x=3 and y=2
x4 - y4
( - )
( + )
x3 + y3
The product of (7x−4x2+2x3−5) and (3x−2) is
Simplify the expression:
Find the product of (a+b) and 7a2b2.
- 7a2b2
- 7a3b2+7a2b3
- 7ab+7a2b2
- 7a2b+7ab2
The product of a monomial and a binomial is always a ________.
monomial
trinomial
binomial
constant
What is the product of (a+b) and 7a2b2?
7ab + 7
7
7 + 7
7b + 7a
(a+b+c)(a+b−c) =
a2+2ab-c2
a2+2ab+b2
a2+4ab+b2-c2
a2+2ab+b2-c2
Multiplying x with the sum of 11x2−8x+4 and 6x2+7x−10 gives:
Expand: [√3x−√25y]2
3x2−25√6x+225
3x−2√6x y5+225y2
3x2−√6x+425
x2−25√6x+425
Find the product of (x+y−z+p) and xyzp.
x2yzp+xy2zp+xyz2p+xyzp2
2xyzp−xyz2p+xyzp2
2xyzp+xyz2p+xyzp2
x2yzp+xy2zp−xyz2p+xyzp2
(a+b+c)(a−b−c) = ______
a2+b2−c2−ca
a2+b2+c2−bc
a2−b2+c2−2ca
a2−b2−c2−2bc
Simplify: (3x-2y)(3x+4y)-(3x+2y)(3x-2y)