ICSE Maths Question Paper 2024 with Solved Answer Key

Mathematics is a vital subject for achieving good marks and it gives great boosts to the total acquired marks by a student. Thus, the Maths subject is significant in the board exam. The Council for Indian School Certificate Examinations (CISCE) conducted the ICSE Maths Paper 2024 on March 15, 2024. In this article ICSE Maths Answer Key 2024 and ICSE Maths Question Paper 2024 is given below.

ICSE Maths Question Paper 2024

Section I of the ICSE Maths Question Paper contains short-answer 40 questions. Section II includes 7 questions from which students can select four. Following the exam on Friday, students can access the ICSE Math answer key 2024 for the ICSE Maths Question Paper on this page.

The initial reactions and feedback of students who took the ICSE Mathematics Paper 2024 are provided, as well as the opinions of subject experts. Students can use ICSE Class 10 Maths Paper Analysis 2024 to analyze their performance on the exam paper.

ICSE Math Paper 2024: Highlights

It is easy to pass the maths exam and get a good score if you practice enough. The ICSE Board Math Papers started at 11 a.m. The ICSE board Maths exam 2024 ended at 1:00 p.m. The ICSE Maths question paper 2024 is worth 80 marks, and students have 2.5 hours to complete it. All questions in Part I were mandatory, and there are be 20 multiple-choice questions. Part I also includes 4 and 5 marks questions. Let’s look at the key points of the ICSE Maths paper.

ICSE Class 10 Maths Question Paper 2024: Paper Analysis

The ICSE Maths question paper analysis displays information such as the overall difficulty of the subject, successful attempts, whether the paper was lengthy, and the sectional difficulty level. In this article, we provided a detailed analysis of the ICSE maths exam, including the paper’s difficulty level, question pattern, and marking scheme. We also disseminate student feedback and expert reviews to determine the overall level of difficulty and the performance of the students on the 2024 ICSE Maths Exam.

Students and Teachers’ Reaction on ICSE 2024 Maths Question Paper and Answer Key

The details of the reviews provided by the students for ICSE Mathematics are updated here:

1. The paper had an overall difficulty level of “Moderate”.
   Still, a few students thought the paper was a little difficult.
2. Teachers said it was a well-balanced paper.
3. The experts stated that the paper met expectations in terms of topics covered, important questions asked, and adherence to the sample paper format.
4. According to experts, some of the questions were directly formula-based. A few tricky questions were posed, testing the student’s knowledge and application of concepts.
5. It was a little tricky for some students, but not difficult. It wasn’t long either.

ICSE Maths 2024 Answer Key

In this section, we’ll provide the first 20 questions from the Maths class 15 multiple-choice question paper 2024, along with the answers. All of the answers is accurate and verified. If students believe any of the answers should be corrected, please provide feedback below.

ICSE Maths Question Paper Solution

This is the right place to look for the ICSE Class 10 Math Answer Key 2024. The ICSE Math Answer Key 2024 enables you to evaluate all of your responses and determine how many were correct and incorrect. Our team publishes the unofficial ICSE Maths Answer Key 2024 on this website immediately after the exam. Continue to follow us for more updates.

Maths ICSE 2024 Answer Key with Questions

ICSE Maths Specimen Paper 2024 Solved PDF Download

The ICSE Maths Specimen Paper 2024 serves as an outline for the actual exam paper that students must solve in tomorrow’s board exam. Now, practice the important maths question we extracted from the Maths specimen paper 2024 ICSE. The same type of question is expected on the real maths exam.

Download – ICSE Maths Specimen Paper 2024 PDF

Maths Specimen Paper 2024 ICSE Important Question

If 𝑥2 + 𝑘𝑥 + 6 = (𝑥 − 2 )(𝑥 − 3) for all values of x, then the value of k is:
(a) – 5
(b) – 3
(c) – 2
(d) 5

(iii) A retailer purchased an item for ₹1500 from a wholesaler and sells it to a customer at 10% profit. The sales are intra-state and the rate of GST is 10%. The amount of GST paid by the customer:
(a) ₹15
(b) ₹30
(c) ₹150
(d) ₹165

Which of the following is/are an Arithmetic Progression (A.P.)?
1. 1, 4, 9, 16,……….
2. √3, 2√3, 3√3, 4√3,………
3. 8, 6, 4, 2,………
(a) only 1.
(b) only 2.
(c) only 2. and 3.
(d) all 1., 2. and 3.

Event A: The sun will rise from east tomorrow.
Event B: It will rain on Monday.
Event C: February month has 29 days in a leap year.
Which of the above event(s) has probability equal to 1?
(a) all events A, B and C
(b) both events A and B
(c) both events B and C
(d) both events A and C

In a circle with radius R, the shortest distance between two parallel tangents is equal
to∶
(a) R
(b) 2R
(c) 2πR
(d) πR

1. Shares of company A, paying 12%, ₹100 shares are at ₹80.
2. Shares of company B, paying 12%, ₹100 shares at ₹100.
3. Shares of company C, paying 12%, ₹100 shares are at ₹120.
Shares of which company are at premium?
(a) Company A
(b) Company B
(c) Company C
(d) Company A and C

For the given 25 variables: 𝒙𝟏 , 𝒙𝟐 , 𝒙𝟑 … … … … … . 𝒙𝟐𝟓
Assertion (A): To find median of the given data, the variate needs to be arranged
in ascending or descending order.
Reason (R): The median is the central most term of the arranged data.
(a) A is true, R is false
(b) A is false, R is true
(c) both A and R are true
(d) both A and R are false

In a recurring deposit account for 2 years, the total amount deposited by a person is
₹ 9600. If the interest earned by him is one-twelfth of his total deposit, then find:
(a) the interest he earns.
(b) his monthly deposit.
(c) the rate of interest

Solve the given equation 𝑥
2 − 4𝑥 − 2 = 0 and express your answer correct to two places
of decimal.
(You may use mathematical tables for this question).

A tent is in the shape of a cylinder surmounted by a conical top. If the height and radius of
the cylindrical part are 7 m each and the total height of the tent is 14 m. Find the:
(a) quantity of air contained inside the tent.
(b) radius of a sphere whose volume is equal to the quantity of air inside the tent.
Use 𝜋 =
22/7

A (a, b), B(-4, 3) and C(8,-6)are the vertices of a ∆ABC. Point D is on BC such that
BD : DC is 2 : 1 and M (6, 0) is mid point of AD. Find:
(a) coordinates of point D.
(b) coordinates of point A.
(c) equation of a line passing through M and parallel to line BC.

Shown below is a horizontal water tank composed of a cylinder and two hemispheres. The tank is filled up to a height of 7 m. Find the surface area of the tank in contact with water. Use π = 22/ 7.    [4 Marks]

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