9th Class Maths Question Paper PDF

‘Ncert Class 9 maths Question Paper With Solutions’ PDF Quick download link is given at the bottom of this article. You can see the PDF demo, size of the PDF, page numbers, and direct download Free PDF of ‘Sample Papers For Class 9 Maths Chapter Wise’ using the download button.

CBSC Class 9 Mathematics Question Paper PDF Free Download

CBSC Class 9 Mathematics Question Paper

For this reason, we provide adequate study materials that include an increasing number of practice papers to ensure that no concept is forgotten.

Sample Paper Class 9 Maths, as well as previous year’s Question papers, are available on the Vedantu platform for all students to test their time management and logical skills. 

CBSE Class 9 Maths Sample Papers & Previous year’s question papers provided are based on the most recently updated syllabus. Our goal is to prepare students for a competitive environment and improve their academic performance.

CBSE Class 9 students would find the sample question papers to be a valuable resource. They must complete all of the Class 9th Maths Sample Papers and leave no questions unanswered in their final exam preparation.

This will increase students’ confidence and provide them with practice. That is why it is advised to prepare for the final examination, students must practice with Sample Paper of Maths for Class 9. 

Subject experts from Vedantu have created the solutions in a step-by-step manner that helps students to understand topics at a basic level and students can analyze their common mistakes after giving the test and work on them.

The solutions to all of the sample papers can be found on Vedantu’s official website and can be downloaded with a single click for free.

Get all the Sample Paper for Class 9 Maths pdf now and score high marks in your final exams. Students can also avail of NCERT Solutions Class 9 Science from our website.

Besides, find NCERT Solutions to get more understanding of various subjects. The solutions are up-to-date and are sure to help in your academic journey.

1.   AB and CD are parallel sides of trapezium ABCD. Diagonals AC and BD intersect at O. prove that ar(ΔAOD) = ar(ΔBOC).

2.   If D is the mid .point of side BC of a ΔABC, P, and Q are two points lying respectively on the sides AB and BC such that DP is parallel to QA. Prove that ar(ΔCQP) = 1/2 ar(ΔABC).

3.   A rectangle is formed by joining the mid-points of the sides of a rhombus. Show that the area of a rectangle is half the area of the rhombus.

4.   In a parallelogram ABCD, AE is perpendicular to DC and CF is perpendicular to AD. If AB = 10 cm, AE = 6 cm, and CF = 8 cm, then find AD.

5.   The adjacent sides of a rectangle are 16 cm and 8 cm. Find the area of the rectangle.

6.   PQRS is a square. T and U are the mid-points of sides PS and QR respectively. Find the area of ΔOTS, if PQ= 8 cm, where O is the point of intersection of TU and OS.

7.   If two sides of one triangle are equal to two sides of another triangle and the contained angles are supplementary, show that the two sides are equal in area.

8.   In a trapezium ABCD where AB is parallel to CD, E is the mid-point of BC, prove that ΔAED = 1/2 trapezium ABCD.

9.   The area of triangle ABC is 15 cm sq. If ΔABC and a parallelogram ABPD are on the same base and between the same parallel lines then what is the area of parallelogram ABPD?

10.   The area of parallelogram PQRS is 88 cm sq. A perpendicular from S is drawn to intersect PQ at M. If SM = 8 cm, then find the length of PQ

Language English
No. of Pages06
PDF Size0.4 MB

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