This is the description of this class in Jsay prevarsity.

This is the description of this class in Jsay prevarsity.

Course code:

282-4-100

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ASSESSMENT 1

1.

ASSESSMENT 1

This is the topic objectives

2.

FINAL ASSESSMENT

This is the topic objectives

Pure mathematics 2

1.

Notes on algebra

Insights on algebra

2.

Quiz on algebra

Solving questions on algebra

3.

Discussion on algebra

Feedback on algebra

Pure mathematics 2

1.

Notes on logarithmic and exponential equations

Insights on logarithmic and exponential equations

2.

Quiz on logarithmic equations

Solving questions on logarithmic and exponential equations

3.

Discussion on logarithmic equations

Feedback on logarithmic equations

Pure mathematics 2

1.

Notes on trigonometry

Insights into trigonometry

2.

Quiz on trigonometry

Solving questions on trigonometry

3.

Discussion on trigonometry

Feedback on trigonometry

Pure mathematics 2

1.

Notes on further differentiation and Integration

Insights into further differentiation and Integration

2.

Quiz on further differentiation and Integration

Solving questions on further differentiation

3.

Discussion on further differentiation and Integration

Feedback on further differentiation and Integration

4.

Video on differentiation

5.

P2 past paper

Pure mathematics 3

1.

Notes on numerical solution of equations

Insights into numerical solution of equations

2.

Quiz on numerical solution of equations

Solving questions on numerical solution of equations

3.

Discussion on numerical solution of equations

Feedback on numerical solution of equations

Pure Mathematics 3

1.

Notes on vector

Insights on vector

2.

Quiz on vector

Solving questions on vector

3.

Discussion on vector

Feedback on vector

Pure mathematics 3

1.

Notes on differential equations

Insights on differential equations

2.

Quiz on differential equations

Solving questions on differential equations

3.

Discussion on differential equations

Feedback on differential equations

understand the idea of a complex number, recall the meaning of the terms real part, imaginary part, modulus, argument, conjugate, and use the fact that two complex numbers are equal if and only if both real and imaginary parts are equal

1.

Notes on complex numbers

Insights on complex number

2.

Quiz on complex number

Solving questions on complex number

3.

Discussion on complex numbers

Feedback on complex numbers

Mechanics

1.

Notes on forces and equilibrium

Insights on forces and equilibrium

2.

Quiz on forces and equilibrium

Solving questions on forces and equilibrium

3.

Discussion on forces and equilibrium

Feedback on forces and equilibrium

4.

2019 OCT/NOV 43

Mechanics

1.

Notes on kinetics of motion in a straight line

Insights on kinetics of motion in a straight line

2.

Quiz on kinetics of motion in a straight line

Solving questions on the kinetics of motion in a straight line

3.

Discussion on kinetics of motion in a straight line

Feedback on kinetics of motion in a straight line

Mechanics

1.

Notes on momentum

Insights into momentum

2.

Quiz on momentum

Solving questions on momentum

3.

Discussion on momentum

Feedback on momentum

Mechanics

1.

Notes on newton's law of motion

Solving questions on newton's law of motion

2.

Quiz on newton's law of motion

Solving questions on newton's law of motion

3.

Discussion on newton's law of motion

Feedback on newton's law of motion

Mechanics

1.

Notes on Energy, work and power

Insights on Energy, work and power

2.

Quiz on energy, work and power

Solving questions on energy, work and power

3.

Discussion on energy, work and power

Feedback on energy, work and power