Addition and Subtraction of Algebraic Expression
Trending Questions
Q.
When 7xy+5yz−3zx, 4yz+9zx−4y and −3xz+5x−2xy are added, we get ___.
5xy+9yz+15zx+5x−4y
5xy+9yz+3zx+5x−4y
5xy+9yz−3zx+5x−4y
5xy+9yz+3zx−5x−4y
Q. If
A=9xy+4yz−4zx, B=5yz+10zx−4xy, C=−3xz
then A+B+C is:
A=9xy+4yz−4zx, B=5yz+10zx−4xy, C=−3xz
then A+B+C is:
- 5xy+9yz+3zx
- 5xy−9yz+3zx
- 5xy−6yz+3zx
- 5xy+6yz+3zx
Q. Subtract( 8−6x+x2−7x3+x5) from( x4−6x3+x2−3x+1).
Q. Find the sum of the following expressions:
(i) (7p+6q) and (5p-q) and (q+16p)
(ii) (a+5b+7c) and (2a+10b+9c)
(i) (7p+6q) and (5p-q) and (q+16p)
(ii) (a+5b+7c) and (2a+10b+9c)
Q. Find the value of A+B+C if :
A=(7xy+5yz−3zx)
B=(4yz+9zx−4y)
C=(−3xz+5x−2xy) [3 Marks]
A=(7xy+5yz−3zx)
B=(4yz+9zx−4y)
C=(−3xz+5x−2xy) [3 Marks]
Q.
Which of the following pairs is a like term pair?
Q. Subtract (a−b) from (a+b).
Q. If A:B=5:7 and B:C=6:11, then A:B:C is
- 55:77:66
- 30:42:77
- 35:49:42
- None of these
Q.
Subtract: 4pq−5q2−3p2 from 5p2+3q2−pq
[2 marks]
Q. Simplify: 16+−25−−215
Q. The perimeter of a triangle is 14a2+20a+13 two of its sides are 3a2+5a+1 and a2+10a−6. Find its third side.
Q.
Add:
(i) 3mn, − 5mn, 8mn, −4mn
(ii) t − 8tz, 3tz − z, z − t
(iii) − 7mn + 5, 12mn + 2, 9mn − 8, − 2mn − 3
(iv) a + b − 3, b − a + 3, a − b + 3
(v) 14x + 10y − 12xy − 13, 18 − 7x − 10y + 8xy, 4xy
(vi) 5m − 7n, 3n − 4m + 2, 2m − 3mn − 5
(vii) 4x2y, − 3xy2, − 5xy2, 5x2y
(viii) 3p2q2 − 4pq + 5, − 10p2q2, 15 + 9pq + 7p2q2
(ix) ab − 4a, 4b − ab, 4a − 4b
(x) x2 − y2 − 1 , y2 − 1 − x2, 1− x2 − y2
Q. A box containing blue and white balls has 29 balls, in total. If the number of white balls is 21, find the number of blue balls.
- 8
- 9
- 11
- 7
Q. The perimeter of a triangle whose sides are (2y+3z), (z−y), (4y−2z) is?
- 5y+2z
- 10y+4z
- 5y−2z
- −5y+2z
Q. Identify like terms in the following:
− xy2, − 4yx2, 8x2, 2xy2, 7y, − 11x2, − 100x, − 11yx, 20x2y, − 6x2, y, 2xy, 3x
− xy2, − 4yx2, 8x2, 2xy2, 7y, − 11x2, − 100x, − 11yx, 20x2y, − 6x2, y, 2xy, 3x
Q. Find the product of (4r2−5r+3) and (r2+3r+4).
- 4r4+12r3+1r2−11r+12
- 4r4+7r3+1r2−11r+12
- 4r4+7r3+4r2−11r+12
- 4r4+12r3+4r2−11r+12
Q. A box containing blue and white balls has 29 balls, in total. If the number of white balls is 21, find the number of blue balls.
- 8
- 9
- 7
- 11
Q.
Add: t – 8tz, 3tz – z, z – t
Q. Let a, b, c be the three sides of a triangle and f(x)=b2x2+(b2+c2−a2x+c2) then which of the following is /are CORRECT?
- f(x)>0<xϵR
- f(1)>0
- f(a+b+c)=0
- f(x)>0∀xϵR
Q. The two adjacent sides of a rectangle are 5x2−3y2 and x2+2xy. Find the perimeter.
- 12x2+5xy+9y2
- 7x2−3y2+4xy
- 12x2−6y2+4xy
- 8x2−8y2+3xy
Q. Find the perimeter of a rectangle whose two adjacent sides are
5x2+2xy−13;2x2−6xy+11
5x2+2xy−13;2x2−6xy+11
- 14x2−8xy−4
- 4x2−8xy−3
- 12x2−8xy−4
- x2−8xy−3
Q.
What is the value of 3x + (-3x)?
0
3x
6x
-6x