ICSE 10 Maths Important Questions 2025 For Exam Day

ICSE 10 Maths Important Questions 2025 For Exam Day given here (Image Credits: pexels.com).

ICSE 10 Maths Important Questions 2025 For Exam Day: The Council for the Indian School Certificate Examinations (CISCE) will be conducting the ICSE 10 Maths exam on March 4, 2025 at 11 AM. Candidates can check the ICSE 10 Maths Important Questions 2025 for Exam Day here for their reference. Students must remember that the ICSE board does not assign specific marks weightage to individual chapters, therefore, the provided question papers are based on previous year's trends. It is important to keep in mind that Mathematics is one of the most important exams so detailed knowledge of the subject is essential for scoring well. The ICSE 10 Maths Important Questions 2025 for Exam Day are available below.

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ICSE 10 Maths Important Questions 2025 For Exam Day

Candidates can go through the ICSE 10 Maths Important Questions 2025 for Exam Day below.

Question 1. Solve the following inequation and answer the questions given below.

1/2 (2x-1) 2x +1/2 ≤5 1/2 +x

Write the maximum and minimum values of x for x E R.
What will be the change in maximum and minimum values of x if xe W.

Question 2.

Write the nth term (T) of an Arithmetic Progression (A.P.) consisting of all whole numbers which are divisible by 3 and 7. (LCM)
How many of these are two-digit numbers? Write them.
Find the sum of the first 10 terms of this A.P.

Question 3. ABCD is a rectangle where side BC is twice side AB. IF AACQ-ABAP, find area of ABAP: area of AACQ.

Question 4. ABCDEF is a regular hexagon inscribed in a circle with centre O. PQ is a tangent to the circle at D. Find the value of: F

∠FAG
∠BCD
∠PDE

Question 5. A famous sweet shop "Madanlal Sweets" sells tinned rasgullas. The tin container is cylindrical in shape with diameter 14cm. height 16cm, and it can hold 20 spherical rasgullas of diameter 6cm and sweetened liquid such that the can is filled and then sealed. Find out how much sweetened liquid the can contains. Take z=3.14.

Question 6. An inclined plane AC is prepared with its base AB which is 3 times its vertical height BC. The length of the inclined plane is 15 m. Find:

value of 0.
length of its base AB,in nearest metre.

Question 7. Aman has 500, 2100 shares of a company quoted at 120, paying a 10% dividend. When the share price rises to 200 each. He sold all his shares. He invests half of the sale proceeds in ₹10, 12% shares at 225, and the remaining sale proceeds in 2400, 9% shares at 2500.
Find his:

sales proceeds.
investment in ₹10, 12% shares at ₹25.
original income.
change in income.

Question 8. If the line segment AB is intercepted by the y-axis and x-axis an Cand D, respectively, such that AC: AD=1:4 and D is the midpoint of CB. Find the coordinates of D, C and B.

Question 9. The approximate volume of a human eye is 6.5 cm3. The volume of a laboratory model (excluding base and stand) of the human eye is 1404 cm3.

State whether the scale factor k is less than, equals to or greater than 1.
Calculate the:

Value of k
diameter of the human eye if the radius of the model is 7.2 cm.
The external surface area of the human eye if the surface area of the model is 651.6 cm2.

Question 10. Using remainder and factor theorem, show that (2x+3) is a factor of the polynomial 2 x²+11x+12. Hence, factorise it completely. What must be multiplied to the given polynomial so that x2 + 3x4 is a factor of the resulting polynomial? Also, write the resulting polynomial.

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