CA Foundation Classes ICAI Registration Process Subjects, Syllabus & Exam Pattern Admit Card Exam Dates Exam Tips About the faculties FAQ’s CA Foundation exam The CA Foundation Exam is a professional certification examination conducted by the Institute of Chartered Accountants of India (ICAI) for individuals seeking to become chartered accountants in India. The exam is conducted thrice a year, in January, May and September, and consists of four papers: To be eligible to take the CA Foundation Exam, candidates must have passed Class 12 or an equivalent examination with a minimum of 50% marks in the aggregate. Additionally, they must have finished a predetermined number of hours of study in a recognized program. The CA Intermediate and CA Final exams make up the next level of the Chartered Accountancy course, which is open to candidates who pass the CA Foundation Exam. ICAI CA Foundation Maths Paper Pattern Name of the Exam ICAI CA Foundation Mode of Exam Offline Medium of Exam English / Hindi Maximum score 400 (100 per paper) Negative marking For each incorrect response to an objective question in Papers 3 and 4, subtract one-fourth of a mark. Type of questions Papers 1 and 2: Subjective Papers 3 and 4: Objective Passing criteria 40% marks per paper 50% marks overall CA Foundation Maths Paper 3 includes statistics, logical thinking, and business mathematics. Business mathematics, critical thinking, and statistics are covered in CA Foundation Maths Paper 3. Business Mathematics (Part A) (40 Marks) Logical Reasoning (Part B): 20 Marks Orientation tests Statistics (Part C) (40 Marks) Weightage of CA Foundation Maths exam The grade distribution for the law paper can be broken down topic-by-topic for CA Foundation students. The ICAI published section- and skill-specific mark distributions for the CA Foundation course. Business mathematics in Part A (40 Marks) Section-I (20% to 30% weight) Ratio and Proportion, Indices and Logarithms (i) Laws of Indices, Exponents, Logarithms, Anti-Logarithms, Ratio and Proportion, and Business Applications to Ratio and Proportion Problems A single variable’s uneven distribution as well as the ideal outcome Equations and Matrices (ii) Equations: quadratic and cubic equations in one variable; simultaneous linear equations up to three variables. (iii) Using the matrix approach, one can solve systems of equations containing no more than three variables that follow Cramer’s rule. Matrices: Algebra of Matrices, Inverse of a Matrix, and Determinants Linear inequalities: discrepancies between one variable, the optimal solution, and the solution space. Section-II (Weightage 30%-40%) i.e. 12–16 Marks Time Value of Money Section-III (Weightage: 30%–50%) i.e. 12–20 Marks To learn How To Solve CA Foundation Maths Tricky Questions: Click Here Permutations and Combinations The Series and Sequence Introduction Series, arithmetic and geometric progression, AM, GM, and the total of the n terms of a special series all have a connection. Sets, Relations, and Functions Basic uses of the calculus of differences and integrals (not including trigonometric uses) applications for marginal cost and revenue, etc. Logical Reasoning (20 Marks) in Part B Odd man out, number series coding, and decoding Section-IV (Weightage 30%–40%) i.e. 6–8 Marks Blood Relations Syllogism Part C: Statistics (40 Marks) Section-I (Weightage 45%-50%) i.e. 18-20 Marks Data Representation via Statistics, Data Visualization, Frequency Distribution, and Frequency Distribution are graphically represented using histograms, frequency polygons, ogives, and pie charts. Mean, Median, Mode, Mean Deviation, Quartiles and Quartile Deviation, Standard Deviation, Coefficient of Variation, and Coefficient of Quartile Deviation are all measures of central tendency and dispersion. Section-II (Weightage: 25%–30%) i.e. 10–12 Marks Events that are independent and reliant; never occurring simultaneously. Mathematics of expectation, Bayes’ theorem, and simple and compound probabilities Divvying Up in Theory: Here you can find fundamental applications for the binomial distribution, the Poisson distribution, and the normal distribution. Section-III (Weight-age: 10%–15%) i.e. 4-6 Marks Correlation and Regression Karl Pearson’s Coefficient of Correlation with scatter-gram Regression coefficients, Regression equations, Regression lines, and Rank Correlation. Section-IV (Weight-age 10%–15%) i.e. 4-6 Marks Index Numbers and Time series (i) Uses of index numbers, problems with index number construction, and methods for index number construction (ii) Basic use of time series analysis with the moving average method Some pointers to help you pass the CA Foundations math paper exam This is the link to the CA foundational math exam. Top 5 Revision Techniques To Study More Effectively For Upcoming Exams Effective Strategies for Exam Preparation Making a significant investment of time and effort into taking practice exams will expose you to a range of questions and better prepare you for the exam. Attempt to answer as many of the questions from the revision exam papers as you can because doing so will enable you to determine your strengths and weaknesses. Spend time completing MCQ-based tests as well, particularly those in economics and mathematics, which have high success rates. Create your schedule: All events should be planned at least 15 days in advance.Set out a minimum of five days for each subject, spreading out the study sessions over several days, and allot up to 12 hours per subject. of study time per day during those five days.Depending on the length, significance, and level of difficulty of each chapter, decide how much time you will spend on it. The number of hours that should be spent on each chapter might be noted by students on the front page of their textbooks or other study materials. Stick to the learning resources: Stick to the study materials you’ve been using from the beginning throughout your final days of preparation and refrain from choosing any ones you aren’t familiar with. Use the most recent study resources rather than the more outdated ones, and if necessary, add ICAI study materials to the standard course materials. with ICAI study materials. Every other year, the curriculum is revised. So always be updated. Take breaks from studying: Instead of spending time on potentially alluring social media, watch a stand-up comedy show or listen to music to unwind and clear your mind. In order to relax and break up the monotony of extended study sessions, you should nap