CBSE Class 9 Mathematics Practice Paper SA–II: Set–IV

Mar 4, 2016 11:00 IST

Find the CBSE Class 9 Mathematics Practice Paper for the SA - II exams. The questions of this practice paper are as per the standards followed by various CBSE Schools within and outside Delhi. All questions in this practice paper are very important for CBSE Class 9 Mathematics SA - II Exam. These questions will not only help the students to prepare for the exam in a better manner but will also help them in understanding the depth with which a topic should be studied.

Importance of CBSE Class 9th Mathematics Solved Practice Paper, 2016 -2017:

This Mathematics SA – II Practice Paper for CBSE Class 9, is set as per the latest CBSE exam pattern and aims at helping the students to prepare for the exam more effectively so as to get the desired results.

• understand the latest examination pattern

• get aquainted with the important topics to be studied for SA – II Mathematics exam

Few sample questions from the Question Paper are given below:

Q. The diameter of moon is one fourth of the diameter of the earth. The ratio of volume of earth to the volume of moon is:

(a) 1 : 64

(b) 64 : 1

(c) 1 : 4

(d) 4 : 1

Mathematics Solved Practice Paper

Q. In quadrilateral PQRS, the angles P, Q, R and S are in the ratio 1 : 2 : 3: 4. The measure of angle Q is:

(a) 36o

(b) 90o

(c) 108o

(d) 72o

Science Solved Practice Paper

Q. If two equal chords of a circle intersect within the circle. Prove that the line joining the point of intersection to the centre makes equal angles with the chords.

Class 9th NCERT Solutions: Science

Q. Draw the graph of linear equation x + 5y = 12. From the graph, check whether (‒ 1, ‒ 2) is a solution of this equation.

Class 9th NCERT Solutions: Mathematics

Q. In a cricket match of India vs. Australia, a batsman hits the boundary 5 times out of 40 balls played by him. Find the probability that the ball will not reach the boundary.

Video Tutorials

Q. Show that (4, 0) is solution of the equation x ‒ 2y = 4 whereas (√2, 4√2) is not a solution of this equation.

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