Addition and Subtraction of Algebraic Expression
Trending Questions
Q. Question 88 (xvi)
Factorise the following expression.
(ax2y−bxyz−ax2z+bxy2
Factorise the following expression.
(ax2y−bxyz−ax2z+bxy2
Q.
The sum of and is . State whether the statement given is true or false.
- True
- False
Q. Subtract: 2x2+6−4x from 3x2−6x+8.
- x2−8x+2
- x2−2x+2
- x2+2x+2
- 2x2−2x+2
Q.
A magic triangles is formed using number 1 to 9 and sum of sides is 19, then what is the value of a, b, c?
Q. Monu is 4 years elder than Sonu. If Monu's age after 4 years will be 12 years, what is the present age of Sonu?
Q. is added to (a +b) to get (3a +2b).
- 2a +3b
- 2a +b
- 4a +3b
- -2a -b
Q. Do the following subtractions as directed.
Subtract the sum of (a2−3a) and 7 from the sum of 3a2 and 2a−2
Subtract the sum of (a2−3a) and 7 from the sum of 3a2 and 2a−2
- 2a2+5a−9
- −2a2+5a+9
- 4a2−5a+9
- 4a2+5a+9
Q. Which of the following term is not like 4xyz?
- 4xy
- −zyx
- 18xyz
- 22zyx
Q. The water requirement for the crops is
10 mm per day, in summer. In winter, it requires the reciprocal of the quantity needed in summer. Find how much water is needed in winter.
10 mm per day, in summer. In winter, it requires the reciprocal of the quantity needed in summer. Find how much water is needed in winter.
- 15 mm
- 110 mm
- 12 mm
- 20 mm
Q. (9x+5y)(4x+3y)
- 36x2+20xy+15y2
- 15x2+47xy+36y2
- 47x2+36xy+15y2
- 36x2+47xy+15y2
Q. Subtract the sum of 5y2+y−3 and y2−3y+7 from 6y2+y−2.
Q. The water requirement for the crops is
10 mm per day, in summer. In winter, it requires the reciprocal of the quantity needed in summer. Find how much water is needed in winter.
10 mm per day, in summer. In winter, it requires the reciprocal of the quantity needed in summer. Find how much water is needed in winter.
- 15 mm
- 110 mm
- 12 mm
- 20 mm
Q. Simplify (1.5x−4y)(1.5x+4y+3)−4.5x+12y
- 2.25x2−16y2
- 2.25x2+16y2
- 12.25x2−16y2
- 0.25x2+16y2
Q. Subtract (4y2+2y+5) from (2y−1).
Q. The sum of 3ab, −8ab and 5ab is equal to
- 10ab
- 16ab
- ab
- 0