SITEEE study plan

Derive and apply the three kinematic equations to multi-stage motion problems (projectile, free fall, relative velocity), stating the sign convention before each solution.

Draw free-body diagrams and solve Newton's-law problems on inclines, pulleys and friction surfaces, verifying each answer with a limiting-case check.

Compute work, power and energy for conservative and non-conservative systems, confirming answers with conservation of mechanical energy.

Tabulate the linear-rotational analogues (force-torque, mass-moment of inertia, momentum-angular momentum) with SI units and dimensional formulae.

Solve elastic-collision and centre-of-mass problems and state which conservation law justifies each step.

Solve DC circuit problems using Kirchhoff's laws, series-parallel reduction and the Wheatstone balance condition, marking current directions on each diagram.

Apply Biot-Savart and Ampere relations to compute magnetic fields of straight wires, loops and solenoids, and calculate the force on a current-carrying conductor.

Trace ray diagrams for mirrors, lenses and prism dispersion, and calculate image position and magnification from the lens or mirror formula.

Compute photon energy, de Broglie wavelength and undecayed nuclei counts, naming the quantum assumption behind each calculation.

Convert between SI prefixes and standard units across electricity and optics problems so no answer is lost to unit slips.

Solve quadratic, polynomial and inequality problems, plotting solution sets on a number line and testing boundary cases explicitly.

Simplify trigonometric expressions and solve trigonometric equations over a stated domain, converting between degrees and radians correctly.

Apply AP and GP term and sum formulae, including the convergence condition for an infinite GP.

Compute modulus, argument and roots of complex numbers and plot them on the Argand plane.

Solve permutation, combination and probability questions by identifying whether order matters before choosing a formula.

Differentiate composite, implicit and parametric functions and apply derivatives to maxima-minima and rate-of-change problems.

Evaluate definite integrals by substitution and by parts, and compute areas under curves between given limits.

Derive equations of lines, circles, parabolas, ellipses and hyperbolas, and find intersection points and tangency conditions.

Compute dot and cross products and use them for angle, projection and area problems.

Build a single calculus-and-coordinate-geometry formula sheet organised by when each formula is triggered, not alphabetically.

Balance redox and ionic equations and assign oxidation states to every element in a reaction, including disproportionation cases.

Solve mole-concept, stoichiometry and concentration problems (molarity, molality, normality), tracking units through every step.

Apply gas laws and the first law of thermodynamics to compute work, enthalpy change and spontaneity from Gibbs energy for given reactions.

Predict periodic trends in atomic radius, ionisation energy and electronegativity, and justify each prediction from electron configuration.

Classify compounds by bonding type and draw Lewis and VSEPR structures with correct geometry, bond angle and hybridisation.

Identify functional groups, assign IUPAC names and classify isomer relationships across 20 given structures.

Predict products of substitution, elimination, addition and oxidation reactions, naming the governing rule (Markovnikov, Saytzeff, peroxide effect) each time.

Distinguish SN1 from SN2 pathways by substrate, solvent, nucleophile strength and stereochemical outcome.

Compare plant and animal cell organisation and match each organelle to its function in a single table.

Describe the fluid-mosaic model of the membrane and explain diffusion, osmosis and active transport with one example each.

Explain photosynthesis and respiration stage by stage, listing reactants, products and the site of each reaction.

Trace the human digestive, circulatory and respiratory systems and match every major organ to its function.

Solve monohybrid and dihybrid crosses, including blood-group and sex-linked inheritance, showing the Punnett working.

Summarise DNA replication, transcription and translation, naming the enzyme responsible at each step.

Classify organisms under the five-kingdom system and list the distinguishing features that separate each kingdom.

Re-solve every item in the week 1-7 error log without notes and confirm each is now correct.

Attempt three full-length timed mocks on alternate days and record sectional accuracy and time spent per section.

Revise all formula sheets and the organic reaction map in three 45-minute spaced passes.

Rehearse exam-day tactics: sectional time budgeting, the skip-and-return rule, and accuracy on calculated answers before marking.