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?

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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 10 · Mathematics · Revision Checklist

Class 10 Mathematics
Revision Checklist

51 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 / 51 topics covered

Start ticking — every chapter you cover builds confidence.

Real Numbers

0/4

I can find HCF and LCM using Euclid's Division Algorithm

I can prove that √2, √3, √5 are irrational numbers

I know the Fundamental Theorem of Arithmetic and can apply it

I can express any number as a product of prime factors

Polynomials

0/4

I can find the zeroes of a polynomial from its graph

I know the relationship between zeroes and coefficients for quadratic polynomials

I can verify zeroes using the sum and product relationships

I can divide one polynomial by another using the division algorithm

Linear Equations in Two Variables

0/4

I can identify consistent, inconsistent, and dependent systems by comparing ratios

I can solve by substitution, elimination, and cross-multiplication methods

I can solve word problems involving two unknowns

I can plot a pair of linear equations and find the point of intersection

Quadratic Equations

0/5

I can solve quadratic equations by factorisation

I can solve using the quadratic formula: x = [-b ± √(b²-4ac)] / 2a

I can determine the nature of roots using the discriminant (D = b²-4ac)

I can form a quadratic equation from given roots

I can solve word problems involving quadratic equations

Arithmetic Progressions

0/4

I can find the nth term using aₙ = a + (n-1)d

I can find the sum of n terms using Sₙ = n/2[2a + (n-1)d]

I can determine if a given sequence is an AP

I can find the missing terms when given parts of an AP

Triangles

0/5

I can state and apply the Basic Proportionality Theorem (Thales' Theorem)

I can state the criteria for similarity: AA, SSS, SAS

I can prove the Pythagoras Theorem

I can apply Pythagoras theorem to find missing sides

I can find areas of similar triangles using the ratio of squares of corresponding sides

Coordinate Geometry

0/4

I can find the distance between two points using the distance formula

I can find the coordinates of a point dividing a segment using the section formula

I can find the midpoint of a line segment

I can find the area of a triangle given its vertices

Trigonometry & Applications

0/5

I know all six trigonometric ratios and their reciprocals

I can prove and apply the identities: sin²θ + cos²θ = 1, sec²θ = 1 + tan²θ

I know the values of sin, cos, tan for 0°, 30°, 45°, 60°, 90°

I can solve heights and distances problems using tan θ = opposite/adjacent

I can set up equations for angle of elevation and depression problems

Circles

0/3

I know that a tangent is perpendicular to the radius at the point of contact

I can prove that tangents from an external point are equal in length

I can apply the tangent-radius theorem to find angles and lengths

Surface Area & Volume

0/5

I know the formulae for curved and total surface area of all solids

I know the volume formulae for cone, cylinder, sphere, and frustum

I can find the surface area and volume of combined solids

I can solve problems where one solid is melted and recast into another

I can calculate the volume of a frustum of a cone

Statistics

0/4

I can find the mean of grouped data using the direct and step-deviation methods

I can find the median of grouped data using the formula and ogive

I can find the mode of grouped data using the modal class formula

I can draw less-than and more-than ogives and find median from them

Probability

0/4

I know that P(A) = favourable outcomes / total equally likely outcomes

I know that P(A) + P(Ā) = 1

I can find probability for cards, dice, and coin problems

I can list the sample space for simple experiments

More resources for Class 10 Mathematics

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

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ClearSteps chapter-wise mock tests are designed exactly like board exam questions. Attempt 5 questions, see your score instantly.

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Class 10 MathematicsRevision Checklist

Class 10 Mathematics — Revision Checklist