BITSAT examines 12 areas in Mathematics. Your IB Diploma Programme (HL) course covers 10, and EduPeak is ready to verify your readiness on 10, today.
Where it matters: 2 have no chapter test with us yet; 2 are not taught in your course at all.
One row per area the exam examines. On the left, what your school already gave you. On the right, what we can do about it.
Algebra
Mathematics
Your syllabus
SL 2.2 Concept of a function, domain, range and graph (Topic 2: Functions)SL 2.3 The graph of a function (Topic 2: Functions)SL 2.4 Key features of graphs (Topic 2: Functions)SL 2.5 Composite and inverse functions (Topic 2: Functions)SL 2.8 Reciprocal and rational functions (Topic 2: Functions)SL 2.9 Exponential and logarithmic functions (Topic 2: Functions)SL 2.10 Solving equations graphically and analytically (Topic 2: Functions)SL 2.11 Transformations of graphs (Topic 2: Functions)AHL 2.13 Rational functions and asymptotes (Topic 2: Functions)AHL 2.14 Odd and even functions (Topic 2: Functions)AHL 2.15 Solutions of g(x) >= f(x) (Topic 2: Functions)AHL 2.16 Graphs of |f(x)| and 1/f(x) (Topic 2: Functions)AHL 1.12 Complex numbers, Cartesian form (Topic 1: Number and algebra)AHL 1.13 Modulus-argument (polar) and Euler form (Topic 1: Number and algebra)AHL 1.14 Complex conjugate roots; De Moivre's theorem (Topic 1: Number and algebra)SL 2.6 The quadratic function (Topic 2: Functions)SL 2.7 Quadratic equations and inequalities; discriminant (Topic 2: Functions)AHL 2.12 Polynomial functions; factor and remainder theorems (Topic 2: Functions)AHL 1.10 Counting principles; permutations and combinations (Topic 1: Number and algebra)SL 1.9 The binomial theorem (Topic 1: Number and algebra)SL 1.2 Arithmetic sequences and series (Topic 1: Number and algebra)SL 1.3 Geometric sequences and series (Topic 1: Number and algebra)SL 1.4 Financial applications of geometric sequences (Topic 1: Number and algebra)SL 1.8 Sum of infinite convergent geometric sequences (Topic 1: Number and algebra)AHL 1.16 Solutions of systems of linear equations (Topic 1: Number and algebra)
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Trigonometry
Mathematics
Your syllabus
SL 3.2 Sine, cosine and tangent ratios (Topic 3: Geometry and trigonometry)SL 3.3 Applications of right and non-right angled trigonometry (Topic 3: Geometry and trigonometry)SL 3.4 The circle: radian measure, arc length, sector area (Topic 3: Geometry and trigonometry)SL 3.5 Definition of cos and sin on the unit circle (Topic 3: Geometry and trigonometry)SL 3.6 The Pythagorean identity; double angle for sine and cosine (Topic 3: Geometry and trigonometry)SL 3.7 The circular functions; amplitude and period (Topic 3: Geometry and trigonometry)SL 3.8 Solving trigonometric equations in a finite interval (Topic 3: Geometry and trigonometry)AHL 3.9 Reciprocal trigonometric ratios; inverse functions (Topic 3: Geometry and trigonometry)AHL 3.10 Compound angle identities (Topic 3: Geometry and trigonometry)AHL 3.11 Symmetry relationships between trigonometric functions (Topic 3: Geometry and trigonometry)
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Two-dimensional Coordinate Geometry
Mathematics
Your syllabus
SL 2.1 Equation of a straight line (Topic 2: Functions)Only in part — the straight line only - Analysis and Approaches has no conic sections, so no parabola, ellipse or hyperbola
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Built from the exam's own past papers.
Half of this is yours. The rest is a small, findable gap rather than a whole new area.
Three dimensional Coordinate Geometry
Mathematics
Your syllabus
SL 3.1 Distance and midpoint in three dimensions; solids (Topic 3: Geometry and trigonometry)AHL 3.14 Vector equation of a line in two and three dimensions (Topic 3: Geometry and trigonometry)AHL 3.15 Coincident, parallel, intersecting and skew lines (Topic 3: Geometry and trigonometry)AHL 3.17 Vector equations of a plane (Topic 3: Geometry and trigonometry)AHL 3.18 Intersections of lines and planes (Topic 3: Geometry and trigonometry)
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Differential Calculus
Mathematics
Your syllabus
SL 5.1 Introduction to the concept of a limit (Topic 5: Calculus)SL 5.2 Increasing and decreasing functions (Topic 5: Calculus)SL 5.3 Derivative of ax^n; differentiation from first principles (Topic 5: Calculus)SL 5.4 Tangents and normals at a given point (Topic 5: Calculus)SL 5.6 Derivatives of x^n, sin, cos, e^x, ln x; chain, product, quotient rules (Topic 5: Calculus)SL 5.7 The second derivative (Topic 5: Calculus)SL 5.8 Local maximum and minimum points; optimisation (Topic 5: Calculus)SL 5.9 Kinematic problems: displacement, velocity, acceleration (Topic 5: Calculus)AHL 5.12 Continuity and differentiability; higher derivatives (Topic 5: Calculus)AHL 5.13 Limits and L'Hopital's rule (Topic 5: Calculus)AHL 5.14 Implicit differentiation; related rates (Topic 5: Calculus)AHL 5.15 Derivatives of tan, sec, cosec, cot, a^x, log_a x, arcsin, arccos, arctan (Topic 5: Calculus)
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Integral Calculus
Mathematics
Your syllabus
SL 5.5 Introduction to integration as anti-differentiation (Topic 5: Calculus)SL 5.10 Indefinite integral of x^n, sin, cos, 1/x, e^x (Topic 5: Calculus)SL 5.11 Definite integrals; area between a curve and the x-axis (Topic 5: Calculus)AHL 5.16 Integration by substitution and by parts (Topic 5: Calculus)AHL 5.17 Area between curves; volumes of revolution (Topic 5: Calculus)
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Ordinary Differential Equations
Mathematics
Your syllabus
AHL 5.18 First order differential equations (Topic 5: Calculus)
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Probability
Mathematics
Your syllabus
SL 4.1 Population, sample, sampling techniques (Topic 4: Statistics and probability)SL 4.2 Presentation of data; histograms and box plots (Topic 4: Statistics and probability)SL 4.3 Measures of central tendency and dispersion (Topic 4: Statistics and probability)SL 4.4 Linear correlation of bivariate data (Topic 4: Statistics and probability)SL 4.5 Trial, outcome, probability of an event (Topic 4: Statistics and probability)SL 4.6 Venn diagrams, tree diagrams; combined events (Topic 4: Statistics and probability)SL 4.7 Discrete random variables and expected value (Topic 4: Statistics and probability)SL 4.8 Binomial distribution (Topic 4: Statistics and probability)SL 4.9 The normal distribution and curve (Topic 4: Statistics and probability)SL 4.10 Regression line of x on y (Topic 4: Statistics and probability)SL 4.11 Conditional probability; independence (Topic 4: Statistics and probability)SL 4.12 Standardization of normal variables (z-values) (Topic 4: Statistics and probability)AHL 4.13 Bayes' theorem (Topic 4: Statistics and probability)AHL 4.14 Variance of a discrete random variable; continuous random variables (Topic 4: Statistics and probability)
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Vectors
Mathematics
Your syllabus
AHL 3.12 Concept of a vector; position and displacement vectors (Topic 3: Geometry and trigonometry)AHL 3.13 The scalar (dot) product (Topic 3: Geometry and trigonometry)AHL 3.14 Vector equation of a line in two and three dimensions (Topic 3: Geometry and trigonometry)AHL 3.16 The vector (cross) product (Topic 3: Geometry and trigonometry)
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Statistics
Mathematics
Your syllabus
SL 4.1 Population, sample, sampling techniques (Topic 4: Statistics and probability)SL 4.2 Presentation of data; histograms and box plots (Topic 4: Statistics and probability)SL 4.3 Measures of central tendency and dispersion (Topic 4: Statistics and probability)SL 4.4 Linear correlation of bivariate data (Topic 4: Statistics and probability)SL 4.5 Trial, outcome, probability of an event (Topic 4: Statistics and probability)SL 4.6 Venn diagrams, tree diagrams; combined events (Topic 4: Statistics and probability)SL 4.7 Discrete random variables and expected value (Topic 4: Statistics and probability)SL 4.8 Binomial distribution (Topic 4: Statistics and probability)SL 4.9 The normal distribution and curve (Topic 4: Statistics and probability)SL 4.10 Regression line of x on y (Topic 4: Statistics and probability)SL 4.11 Conditional probability; independence (Topic 4: Statistics and probability)SL 4.12 Standardization of normal variables (z-values) (Topic 4: Statistics and probability)AHL 4.13 Bayes' theorem (Topic 4: Statistics and probability)AHL 4.14 Variance of a discrete random variable; continuous random variables (Topic 4: Statistics and probability)
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Linear Programming
Mathematics
Your syllabus
Not taught in your course.Not part of Mathematics: Analysis and Approaches.
How EduPeak helps you verify your readiness
No chapter test yet.
Neither of us has this yet. Your course does not teach it and we cannot drill it. Worth raising with your teacher — and worth knowing now rather than in the exam hall.
Mathematical Modeling
Mathematics
Your syllabus
Not taught in your course.Nothing in your course covers it.
How EduPeak helps you verify your readiness
No chapter test yet.
Neither of us has this yet. Your course does not teach it and we cannot drill it. Worth raising with your teacher — and worth knowing now rather than in the exam hall.
Still in your course and still in your board exam — this exam simply never asks it directly. Where such a topic quietly feeds one the exam does ask, the row says so.
SL 1.1 Standard form (a x 10^k)
Mathematics · Topic 1: Number and algebra
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
SL 1.5 Laws of exponents with integer exponents; logarithms
Mathematics · Topic 1: Number and algebra
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
SL 1.6 Simple deductive proof
Mathematics · Topic 1: Number and algebra
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
SL 1.7 Laws of exponents with rational exponents
Mathematics · Topic 1: Number and algebra
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
AHL 1.11 Partial fractions
Mathematics · Topic 1: Number and algebra
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
AHL 1.15 Proof by mathematical induction
Mathematics · Topic 1: Number and algebra
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
Connected — our call as educatorsbuilds ideas Algebra uses — induction is how binomial and series results are actually proved
AHL 5.19 Maclaurin series
Mathematics · Topic 5: Calculus
Your board exam asks this, and your board result is a qualification in its own right — study it fully. For BITSAT practice specifically it sits lower on the list, because BITSAT never asks it directly. That is sequencing, not skipping.
Connected — our call as educatorsbuilds ideas Differential Calculus uses — an infinite series is a limit at work - convergence thinking is the same muscle calculus uses · builds ideas Algebra uses — exponential and logarithmic series are the series forms of the functions you differentiate
Good to knowRows below follow the IB's own numbering for Mathematics: Analysis and Approaches - SL items are common to everyone, AHL items are Higher Level only. Since you are on HL, all of them are yours.
Read this oneTwo gaps are worth knowing before you sit an Indian entrance paper. Analysis and Approaches covers the straight line and the circle, but NOT conic sections - no parabola, ellipse or hyperbola - and JEE Main asks about them every year. Matrices and determinants appear only as a method for solving systems of equations, not as a topic in their own right.