Addition of Polynomials
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When 7xy+5yz−3zx, 4yz+9zx−4y and −3xz+5x−2xy are added, we get 5xy+9yz+3zx+5x−4y.
5xy + 9yz + 3zx + 5x – 4y
5xy + 9yz + 15zx + 5x – 4y
- None of these
Add: 12x2−12x+4 and 21x2+7x−10
Add: 3+2y−5y2+6y3, −8+3y+7y3 and 5−6y−8y3+y2
If two adjacent sides of a rectangle measure (2x2+y) m and (x2−y) m, then find its perimeter.
6x2 m
−6x2 m
(6x2−4y) m
(6x2+4y) m
Write the phrase using numbers, literals, and the basic operation of subtraction :
less than the sum of and
Find the value of (x+y)(2x+y)+(x+2y)(x−y) when x=−2 and y=−1
18
19
21
17
15ab2 + 2ab2x + 3ab2 + 2ab2x + 2ab2 = _____
24ab2x
4ab2 + 20ab2x
24a2b4x
20ab2 + 4ab2x
Find a point with an X-coordinate of 5 on the line 3x - 8y + 17 = 0. [2 MARKS]
- −6x+3x+9y
- 18xy
- x×−y
- 9x×2y
- −11xy−7xy
- −3x+9y
- −18xy
- −xy
The sides of a triangle are a2−3ab+8, 4a2+5ab−3 and 6−3a2+4ab. Then its perimeter is
a2+2ab+11
2a2+6ab+11
2a2+ab+11
2a2+2ab
When we add 5a2b+6ab+7bc+54 to 14ab+8ac+16, we will get:
b + 16ab + 7bc + 8ac + 70
b + 20ab + 7bc + 70
b + 6ab + 7bc + 8ac + 70
b + 20ab + 7bc + 8ac + 70
Write expression for the following:
(ii) subtracted from