Solved Problems: Indian Statistical Institute (ISI), Chennai Mathematical Institute (CMI), IIT-JEE Main & Advance, and Olympiads (RMO/INMO). Entrance Exam Solutions: Solved Problems for ISI B.Math/B.Stat, CMI, JEE (IIT), Olympiads, and CBSE/ISC/ICSE Mathematics Board Papers. Practice Problems and Chapter Test on various topics for CBSE, ICSE, Madhyamik, HS and ISC students
Sunday, August 4, 2024
HS Mathematics Question Paper 2024 English Version Solved
HS Mathematics Question Paper 2024 English Version Solved
Detailed Solution of HS Math Paper 2024 English version for Higher Secondary Students of WBCHSE
WBCHSE or the West Bengal Council of Higher Secondary Education.
HS 2024 Math question paper or class 12 Mathematics question paper answer/solution.
Topic
1) HS 2024 math question paper
2) class 12 mathematics question paper solution
3) Math question paper
Labels:
Board Paper,
cbse,
HS,
ISC,
XII
Friday, March 29, 2024
Madhyamik 2024 Math Paper English Version Solution
Get the detailed solution of Madhyamik Mathematics Paper 2024 in English Version.
WB Board Class 10 Maths Question Paper PDF: Get here free PDF download of the West Bengal Board Class 10 Maths question paper for board exam 2024. Also, check the WBBSE Class 10 Maths answer key by experts here.
Sunday, March 24, 2024
WBCHSE New Mathematics Syllabus Semester System XI and XII
West Bengal Council of Higher Secondary Education New Mathematics Syllabus Semester System XI and XII
For session 2024 onwards.
Saturday, October 14, 2023
Wednesday, October 4, 2023
Algebra Problem on the Concept of Odd and Even Numbers
Let m, n, p and q be four positive integers such that m+n+p+q = 200. If S = (-1)^m+(-1)^n+(-1)^p+(-1)^q, then what is the number of possible values of S? #algebra #ProblemSolving #schoolmathematics
Integration for JEE Mains
Labels:
cbse,
INTEGRATION,
JEE Main,
WBJEE
Geometry Problem for Secondary Students
ABC is an isosceles triangle whose ∠C is right angle. If D is any point on AB, then prove that,
ABC is an isosceles triangle whose ∠C is right angle. If D is any point on AB, then let us prove that, AD² + DB² = 2CD².
Integration for JEE Mains
Integration for JEE Mains
Labels:
cbse,
INTEGRATION,
ISC,
JEE Main,
WBJEE
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