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Sheridan math & physics tutoring

Math and mechanics support for Sheridan’s mechanical-engineering degree students at Davis Campus in Brampton, in the Greater Toronto Area.

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Help with Sheridan calculus and engineering mechanics

MATH15382D Calculus 1 covers differentiation, integration, and parametric and polar curves. MATH15121D Calculus 2 covers series, multivariable calculus and vector calculus. We can help you understand the question, choose a method and work through the calculation step by step.

PHYS12904D covers motion, forces, energy, momentum, rotation, oscillations and ideal fluids. MECE21469D covers statics and dynamics, including equilibrium, structures, friction and motion. These guides are for the mechanical-engineering degree at Davis Campus in Brampton. Tell us your topic or share a question, even if you have not started it; we will confirm whether we can help before booking.

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Calculus2 courses

MATH15382D

Calculus 1

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MATH15121D

Calculus 2

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Differential Equations1 course

MATH20405D

Differential Equations

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Physics3 courses

PHYS12904D

Fundamentals of Physics 1

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MECE21469D

Engineering Mechanics: Statics & Dynamics

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PHYS15924D

Fundamentals of Physics 2

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Independent practice

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35 min

Surface flux with oriented area vectors and closing surfaces

Build an oriented surface-area vector, check divergence-theorem conditions and calculate an open-surface flux with a signed closing-surface correction.

35 min

How to Choose an Integration Method

Compare substitution, integration by parts, partial fractions and trigonometric substitution, with sign-aware radical choices, worked examples and progressive checks.

20 min

Free-Body Diagrams and Friction: From Forces to Equations

Choose a system, distinguish static from kinetic friction, and turn a force diagram into equations. Compare horizontal and angled pulls with original diagrams and worked practice.

90 min

Work, Energy or Momentum: Choose the Method

Choose a system and interval to connect work, energy and momentum. Guided collision and force–position practice, with an optional centre-of-mass and relative-displacement extension.

40 min

Motion Graphs: From the Story to the Equation

Translate a motion story into position, velocity and acceleration graphs. Read slopes and signed areas, choose valid kinematics equations, and try six explained questions.

40 min

Torque and Static Equilibrium: Find the Perpendicular Lever Arm

Find perpendicular lever arms, choose torque signs and pivots, and check force and torque balance. Three worked examples and six questions with hints and solutions.

35 min

When a pulley has rotational inertia: forces, torque and energy

Connect three force and torque diagrams to explain unequal pulley tensions. Check rotational energy, recover the ideal limit and retry with a different moment of inertia.

8 questions

Distributed Loads: Resultants, Centroids and Support Reactions

Turn uniform, triangular and combined load diagrams into equivalent forces, then solve pin-and-roller reactions. Three worked examples and eight questions with optional hints and explained solutions.

20 questions

Functions: Transformations, Composition and Inverses

Connect inputs, tables and graphs; transform functions, check composition domains, reverse restricted rules and choose piecewise branches. Eight numbered worked examples, five diagrams and twenty explained practice questions.

15 questions

Unit Circle and Trigonometric Graphs

Connect radians, signed coordinates, displacement vectors and sine/cosine graphs. Eight worked examples and fifteen questions, including optional identity proofs with domain restrictions.

6 questions

Forces in Two Dimensions: Resultants, Acceleration and Equilibrium

Resolve angled forces into components, find the resultant and acceleration, and recover an equilibrant or unknown force. Three worked examples and six questions with hints and solutions.

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