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pre-model examination question paper for 9th std cbse portions

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Answered by Anonymous
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Answered by Anonymous
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Some sample questions from the set of Important 1 Mark Questions for CBSE Class 9 Mathematics Exam, are given below:

Q. If (1, −2) is a solution of the equation 2x – y = p, then find the value of p.

Sol.

2x − y = p

Putting x = 1, y = −2, in above equation, we get:

2(1) – (−2) = p

⟹ p = 4

Q. If the graph of equation 2x + ky = 10k, intersect x-axis at point (2, 0) then find value of k.

Sol.

Here, 2x + ky = 10k ...(i)

At point (2, 0), equation (i) becomes:

2(2) + k(0) = 10k

⟹ 4 = 10k

⟹ k = 10/4 = 0.4

CBSE Class 9 Mathematics Syllabus 2019-2020

Q. Find the radius of largest sphere that is carved out of the cube of side 8 cm.

Sol.

The largest sphere can be carved out from a cube, if we take diameter of the sphere equal to edge of the cube.

∴ Diameter of the sphere = 8 cm

Thus, radius of the sphere = 8/2 = 4 cm

Get here the complete set of CBSE Class 9 Mathematics: Important 1 Mark Questions

Important 2 Marks Questions

Here you will get important 2 marks questions which might be asked in CBSE class 9 Mathematics paper.

In CBSE class 9 Mathematics exam 2019, Section-B will contain 6 questions of 2 marks each.

Some sample questions from the set of Important 2 Marks Questions for CBSE Class 9 Mathematics Exam, are given below:

Q. Find the total surface area of a cube, whose volume is 3√3a3 cubic units.

Sol.

Since volume of a cube = 3√3a3

⟹ (side)3 = 3√3a3

⟹ (side)3 = √3 × √3 × √3 × a3

⟹ (side)3 = (√3a)3

⟹ side= √3a

Now, total surface area of cube =6 (side)2

= 6(√3a)2

= 18a2 sq. units

Q. If two opposite angles of a parallelogram are (63 − 3x)° and (4x − 7)°. Find all the angles of the parallelogram.

Sol.

In a parallelogram, the opposite angles are equal.

∴ (63 − 3x)° = (4x − 7)°

⟹ 4x + 3x = 63 +7

⟹ 7x = 70

⟹ x = 10

(63 − 3x)° = 33°

(4x − 7)° = 33°

Now, sum of all interior angles of a parallelogram = 360°

∴ Sum of the other two opposite angles = 360° − (33° + 33°) = 360° − 66° = 294°

∴ Each of the other two opposite angles = 294/2 = 147°

Hence the four angles of a parallelogram are 33°, 147°, 33°, 147°

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