Learn key ideas from algebra, calculus, and trigonometry. These lessons explain formulas, identities, derivatives, and common trigonometric values using clear steps, visual ideas, and simple examples.

Algebra

Proof-based lessons that explain common algebra identities using both geometric and algebraic methods.

1. \((a – b)^2\) – Geometric Derivation
2. \((a + b)^2\) – Geometric Derivation
3. \(a^2 – b^2\) – Geometric Derivation
4. \(a^2 – b^2\) – Algebraic Proof

Calculus

Start learning calculus with simple derivative examples and clear step-by-step explanations.

• Derivative of \(x^x\)

Trigonometry

Learn common trigonometric values for \(\sin, \cos,\) and \(\tan\) using simple memory tricks.

• Simple trick to remember common Trigonometric values (\(\sin, \cos, \tan\))

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