12-14-2022, 02:45 PM
Kerala 10th XMas Exam 2022 Maths Question Paper with answer key can be had from the link attached below.
Some sample questions from the question paper are:
1. When each side of a square is increased by l metre, the area becomes 49 squaremetres.
What is the length of one side of the original square?
2. The base area of a square pyramid is 144 square centimetres and its height is 8 centimetres
a) What is the length of one base edge of the pyramid?
b) What is its slant height?
c) Find the lateral surface area of the pyramid.
3. Draw a circle of radius 3 centimetres Mark a point P which is at a distance 7 centimetres
away from the centre. Draw the tangents to the circle from P.
4. The lateral faces of a square pyramid are equilateral triangles. The length of its base edge is 10 centimetres
a) Find the sum of lengths of all its edges.
b) What is its slant height?
c) What is its height?
d) Find its volume
5.
a) Draw x, y axes and mark the points A(-l, 2), B(3, 2) and C(l, 5)
b) Draw the triangle joining these points.
c) Write the coordinates of any point on the line passing through C and parallel to AB
Get detailed SSLC IInd Term Maths question paper from the link attached below.
Some sample questions from the question paper are:
1. When each side of a square is increased by l metre, the area becomes 49 squaremetres.
What is the length of one side of the original square?
2. The base area of a square pyramid is 144 square centimetres and its height is 8 centimetres
a) What is the length of one base edge of the pyramid?
b) What is its slant height?
c) Find the lateral surface area of the pyramid.
3. Draw a circle of radius 3 centimetres Mark a point P which is at a distance 7 centimetres
away from the centre. Draw the tangents to the circle from P.
4. The lateral faces of a square pyramid are equilateral triangles. The length of its base edge is 10 centimetres
a) Find the sum of lengths of all its edges.
b) What is its slant height?
c) What is its height?
d) Find its volume
5.
a) Draw x, y axes and mark the points A(-l, 2), B(3, 2) and C(l, 5)
b) Draw the triangle joining these points.
c) Write the coordinates of any point on the line passing through C and parallel to AB
Get detailed SSLC IInd Term Maths question paper from the link attached below.