BCECE study plan

Build a one-page formula sheet for mechanics (kinematics, Newton's laws, work-energy, momentum) from memory, then correct it against a textbook

Solve 30 single-concept numerical problems on kinematics and Newton's laws at exam pace, logging every mistake with its cause

Write down the SI units and dimensional formula for each mechanics quantity you use, and verify two equations by dimensional analysis

Set up a timed problem-solving routine of 20 questions in 40 minutes and record your accuracy

Derive and apply the work-energy theorem and conservation of momentum to two-body collision problems

Solve 25 problems on rotational motion covering torque, moment of inertia and angular momentum conservation

Distinguish clearly between elastic and inelastic collisions by solving five of each type

Review week 1 mistake log and re-solve every problem you got wrong without looking at the solution

Solve 20 problems on electrostatics covering Coulomb's law, electric field, potential and capacitors

Apply Ohm's law and Kirchhoff's rules to at least 10 multi-loop DC circuit problems

Memorize and apply the periodic trends (atomic radius, ionization energy, electronegativity) to 15 comparison questions

Write electron configurations and identify block, group and period for 20 elements without notes

Balance 20 chemical equations including redox reactions using the oxidation-number method

Solve 15 stoichiometry problems involving limiting reagents and percentage yield

Apply gas laws and the ideal gas equation to 10 numerical problems with unit conversions

State and use the first law of thermodynamics with sign conventions in at least 8 problems

Draw and name 15 organic structures using IUPAC rules, covering alkanes, alkenes, alcohols and carboxylic acids

Predict major products for 10 reactions (substitution, addition, elimination) with a one-line reason each

Solve 20 differentiation problems covering product, quotient and chain rules

Compute definite integrals of standard functions and apply them to area problems in 10 questions

Solve 20 problems on limits, continuity and differentiability, including L'Hopital-type cases

Apply integration techniques (substitution, by parts, partial fractions) to 15 problems

Solve 15 coordinate geometry problems on straight lines and circles, writing the standard forms from memory

Solve 10 problems on sequences, series and binomial expansion

Take one full-length mixed mock test under exam timing and mark every question by domain and difficulty

Re-teach your three weakest topics from the mock by writing a short explanation and solving five fresh problems each

Memorize the 15 most-used constants, formulas and values across all three domains and self-quiz them twice

Cut your average time per question by 15% versus week 6 through two 20-question speed drills

Take two full-length mock tests under strict timing and compare scores against the week 7 baseline

Re-solve only the questions missed in week 7 and this week, aiming for 100% on the second attempt

Finalize a single condensed revision sheet covering all three domains and read it aloud twice

Practice exam-day logistics: question order strategy, skip-and-return rules and time checkpoints at 25%, 50% and 75% of the paper