How does ClearSteps AI evaluation work for CBSE?

Your child writes CBSE answers on paper, takes a photo, and uploads it to ClearSteps. The AI reads the handwriting, understands the answer, and marks it against the official CBSE marking scheme — the same criteria real board examiners use. It provides a mark breakdown with specific feedback on exactly what was missing.

Which CBSE classes does ClearSteps cover?

ClearSteps covers CBSE Class 8 through Class 12. For Class 8–9, it provides complete learning with concept videos, notes and quizzes. For Class 10–12, the CBSE mock papers and AI evaluation features are especially powerful for board exam preparation.

Which CBSE subjects are available on ClearSteps?

ClearSteps covers all major CBSE subjects for Class 8–12: Mathematics, Science (Class 8–10), Physics, Chemistry, Biology, English, and Social Studies. For Class 11–12, it also covers Accountancy. More subjects are added regularly.

Is ClearSteps a replacement for CBSE tuition teachers?

No. ClearSteps is a CBSE practice and evaluation tool — the practice partner a tuition teacher never has time to be. Students still benefit from a good teacher. ClearSteps makes that teaching stick through daily writing practice with real CBSE marking scheme feedback.

Can parents track their child's CBSE exam preparation on ClearSteps?

Yes. On Scholar and Family plans, parents get a dedicated login with a dashboard showing their child's subject scores, quiz results, CBSE mock paper history, weak topic areas, and daily study activity.

How much does ClearSteps cost for CBSE preparation?

ClearSteps has a free plan with 5 AI evaluations per day. The Scholar plan is ₹299/month with unlimited AI evaluations, all CBSE subjects, full mock paper library, and parent dashboard. The Family plan at ₹499/month supports 3 student accounts.

Class 12 · Mathematics · Revision Checklist

Class 12 Mathematics
Revision Checklist

53 topics across 12 chapters. Tick off each topic as you revise — your progress is saved automatically in your browser.

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How to use: Tick a topic once you can solve questions on it without notes. Aim for 80%+ before your exam.

0 / 53 topics covered

Start ticking — every chapter you cover builds confidence.

Relations & Functions

0/4

I can prove whether a function is one-one (injective) and onto (surjective)

I can find the composition of functions (fog and gof)

I can find the inverse of a bijective function

I can classify relations: reflexive, symmetric, transitive, equivalence

Inverse Trigonometric Functions

0/4

I know the domain and range of all six inverse trig functions

I can simplify expressions like sin⁻¹(sinx), tan⁻¹(tanx) correctly

I can apply ITF properties: sin⁻¹x + cos⁻¹x = π/2, tan⁻¹x + cot⁻¹x = π/2

I can solve equations involving inverse trig functions

Matrices & Determinants

0/5

I can perform matrix addition, subtraction, multiplication, and find transpose

I can find the determinant of 2×2 and 3×3 matrices

I can find the inverse of a matrix using the adjoint method

I can solve a system of linear equations using matrices (AX = B → X = A⁻¹B)

I know the properties of determinants and can use them to simplify

Continuity & Differentiability

0/5

I can check continuity of a function at a point using the limit definition

I can differentiate using chain rule, product rule, and quotient rule

I can find derivatives of implicit functions and parametric functions

I can differentiate logarithmic and exponential functions

I can find the second derivative of a function

Applications of Derivatives

0/5

I can find the rate of change of quantities using derivatives

I can find the equation of tangent and normal to a curve at a point

I can find intervals where a function is increasing or decreasing

I can find local maxima and minima using first and second derivative tests

I can solve optimisation word problems (area, volume, cost)

Integrals

0/5

I know standard integration formulas for all common functions

I can integrate using substitution, integration by parts (ILATE rule)

I can integrate using partial fractions

I can evaluate definite integrals and apply properties of definite integrals

I can use the property: ∫₀ᵃ f(x)dx = ∫₀ᵃ f(a-x)dx

Applications of Integrals

0/3

I can find the area bounded by a curve and the x-axis using definite integrals

I can find the area between two curves

I can set up the correct limits when finding area above and below x-axis

Differential Equations

0/4

I can find the order and degree of a differential equation

I can solve DE by variable separable method

I can solve homogeneous differential equations using y = vx substitution

I can solve linear DE: dy/dx + Py = Q using integrating factor e^∫Pdx

Vector Algebra

0/4

I can find the magnitude and unit vector of a given vector

I can find dot product (scalar product) and use it to find angle between vectors

I can find cross product (vector product) and use it to find area of triangle/parallelogram

I can find the projection of one vector on another

3D Geometry

0/5

I can find direction cosines and direction ratios of a line

I can write the equation of a line in vector and cartesian form

I can find the angle between two lines and between a line and a plane

I can write the equation of a plane in different forms

I can find the distance from a point to a plane

Linear Programming

0/4

I can formulate a linear programming problem from a word problem

I can identify feasible region by plotting constraints

I can find corner points of the feasible region

I can find the maximum and minimum value of the objective function at corner points

Probability

0/5

I can find conditional probability: P(A|B) = P(A∩B)/P(B)

I can apply Bayes' theorem to find posterior probability

I can find the probability distribution of a random variable

I can find mean and variance of a binomial distribution

I can find P(X = r) for binomial distribution: P = ⁿCᵣ pʳ qⁿ⁻ʳ

More resources for Class 12 Mathematics

Last Minute Revision →Previous Year Papers →Sample Papers →Preparation Guide →

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Class 12 MathematicsRevision Checklist

Class 12 Mathematics — Revision Checklist