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Are you looking for solution of  Class 10 ICSE Important Maths Questions for 2026 Exams? Here you’ll find complete, step-by-step solutions for every question. Designed for both students and teachers, these answers make board exam revision easier with clear explanations, formula highlights, and downloadable PDF options. Q 1: In the adjoining diagram, O is the […]

The Class 10 Mathematics syllabus (2025–26) prescribed by CBSE (Code 041 – Mathematics Standard & Code 241 – Mathematics Basic) is designed to strengthen logical thinking, problem‑solving skills, and real‑life mathematical applications. This detailed article will help students, teachers, and parents clearly understand the unit-wise syllabus, marks distribution, learning objectives, and exam pattern, making it

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Q1: Find the general solution of the differential equation: Solution:Step 1: Simplify the Trigonometric Expression Recall the identities: Substitute these into the differential equation: … (1) Step 2: Separate the Variables Move the term to the right side to separate the variables : Step 3: Integrate Both Sides Step 4: Perform the Integration So, the

Q1: Verify that the given function is a solution of the differential equation . Solution:Step 1: Write down the given function Given function: … (1) Step 2: Find the First Derivative () Differentiating equation (1) with respect to : … (2) Step 3: Find the Second Derivative ()We differentiate equation (2) with respect to :

Q 1: Determine the order and degree (if defined) of the following differential equation: Solution:Step 1: Identify the Highest Order DerivativeLooking at the equation, we have a fourth-order derivative term: .We also have a lower order derivative inside the sine function.The highest order derivative is 4. Therefore, the Order is 4. Step 2: Check the

Q1: Find the area under the given curves and given lines: (i) , , and x-axis (ii) , , and x-axis The formula is straightforward: . Since Solution Both curves and are standard parabolas opening upwards and lie above the x-axis for positive , we don’t need to worry about absolute values or negative areas

Question 1: A and B are two events such that . Find , if (i) A is a subset of B (ii) Solution:Formula for Conditional Probability: (i) Case 1: is a subset of ( )When event A is a subset of event B (), it means that the occurrence of A automatically implies the occurrence

Welcome! If you’re looking for the NCERT Solutions for Class 12 Maths Chapter 13, Exercise 13.2, you’re in the right place. Below, you will find detailed, step-by-step solutions for every question in Exercise 13.2, designed to help you clear all your doubts and understand the logic behind each answer. This exercise has questions based on

Following is the date-sheet released by CISCE board for the upcoming class 12, ISC board exams in 2026. This date-sheet has only the main subjects, for the complete list of subjects visit the official board website. The link is given below the date-sheet. Students best of luck, prepare well and score good marks Date –