Rising Nepal Secondary Boarding School
First Terminal Examination 2074
Class: 7 F.M. 50
Time: 2 hrs. Subject: Mathematics P.M. 16
Group 'A'
2x10
- If x=3 and y=4, find the value of x2+2xy+y2.
- Find the degrees of the polynomials: 7x2y2+8xy+9z
- Find the sum of: 4a2b2+2ab+2b2 and 3a2b2+ab+3b2.
- Simplify: 3x2+4xy2+y2-2x2y+xy2+4y2
- Find the product of: 2x(x2+2x-2)
- Expand and simplify: a) (x – 4)2 b) (2x + 1)2
- Factorize: 4a2b2 + 2ab
- The length of a rectangle is 18cm and its breadth is 11cm. Find its perimeter.
- The base of a triangle is 5cm and its height 6cm. Find its area.
- A tank is 4m long and 2m wide. If its volume is 10m3, how high is the tank?
Group 'B'
3x10
- The perimeter of a square is 68cm. Find its side.
- A rectangular box is 17.5cm long, 12cm wide and 10cm high. What is its total surface area?
- A wooden box is 16cm long, 12.5cm wide and 9cm high. Find its volume.
- The area of a parallelogram whose height 8.6cm is 86cm2. Find its base.
- If a=3, b=-1 and c=4, find the value of:
- Subtract the second expression from the first:
4x3-8x2-4x+8 and 2x3-2x2+3x-4
- Find the product: (x – 3)(x + 4)
- Expand the following using formula: (2p + 4q)2
- Regroup and factorize the following expressions:
a2 – 2a + ab – 2b
- Find quotient of: (3x6 – 6x4 – 3x3) ÷ 3x3
-O-
Rising Nepal Secondary Boarding School
First Terminal Examination 2074
Class: 7 F.M. 50
Time: 2 hrs. Subject: Mathematics P.M. 16
Group 'A'
2x10
- If x=3 and y=4, find the value of x2+2xy+y2.
- Find the degrees of the polynomials: 7x2y2+8xy+9z
- Find the sum of: 4a2b2+2ab+2b2 and 3a2b2+ab+3b2.
- Simplify: 3x2+4xy2+y2-2x2y+xy2+4y2
- Find the product of: 2x(x2+2x-2)
- Expand and simplify: a) (x – 4)2 b) (2x + 1)2
- Factorize: 4a2b2 + 2ab
- The length of a rectangle is 18cm and its breadth is 11cm. Find its perimeter.
- The base of a triangle is 5cm and its height 6cm. Find its area.
- A tank is 4m long and 2m wide. If its volume is 10m3, how high is the tank?
Group 'B'
3x10
- The perimeter of a square is 68cm. Find its side.
- A rectangular box is 17.5cm long, 12cm wide and 10cm high. What is its total surface area?
- A wooden box is 16cm long, 12.5cm wide and 9cm high. Find its volume.
- The area of a parallelogram whose height 8.6cm is 86cm2. Find its base.
- If a=3, b=-1 and c=4, find the value of:
- Subtract the second expression from the first:
4x3-8x2-4x+8 and 2x3-2x2+3x-4
- Find the product: (x – 3)(x + 4)
- Expand the following using formula: (2p + 4q)2
- Regroup and factorize the following expressions:
a2 – 2a + ab – 2b
- Find quotient of: (3x6 – 6x4 – 3x3) ÷ 3x3
-O-