Mr Clarify's Site

Momentum Background - Friction

Momentum - Velocity-Time Graphs

Tutorial 4 - Number 1

Tutorial 4. - Number 2

Tutorial 4 - Number 3

Tutorial 4 - Number 4

Tutorial 4 - Number 7a

Tutorial 4 - Number 7b

Tutorial 5 - Question 3a - Part 1

Tutorial 5 - Question 3a - Part 2

Tutorial 5 - Question 3b

Tutorial 5 - Question 3c

Tutorial 5 - Question 3d

Tutorial 5 - Question 3e & f & A correction for d too

Tutorial 5 - Number 4a

Tutorial 5 - Number 4b

Tutorial 7 - Question 7a

Tutorial 7 - Question 7b

Tutorial 7 - Question 6

Tutorial 7 - Question 5a

Tutorial 7 - Question 5b

Tutorial 7 - Question 4a

Tutorial 7 - Question 4b

2022-23 Test 2 - Starting The Test

A little more info on the formulas

2022-23 Question 1

2022-23 Question 3 a_b

2023-23 Question 3c

2020-21 Starting The Test

2020-21 Question 2c

2020-21 Question 3a & b

2020-21 Question 3c & d

2020-21 Question 3e & Question 4a

2020-21 Question 4b

Finding The Standard Uncertainty Associated With Reading A Digital Device

Finding The Standard Uncertainty Associated With Reading An Analogue Device Device

Method Of Least Squares

The 5 Rules For plotting a graph

Lab 1 - Uncertainty Budget

Lab 1 - Part 1 (Experimental Method) - Uncertainty Of Force

Lab 1 - Part 1 (Experimental Method) - Filling in The Table and Uncertainty of mass

Lab 1 - Part 1 (Experimental Method) - Uncertainty of Angle and Intro to how to write the working in the lab report

Lab 1 - Part 1 (Experimental Method) - How To Calculate Uncertainty Of Force (From Lab documents)

Lab 1 - Part 1 (Experimental Method) - Writing down the working for Uncertainty for Force and Angles

Lab 1 - Part 2 (Component Method) - How to find components (the ones you need for the lab)

Lab 1 - Part 2 (Component Method) - How to find components (just for those with curiosity)

Lab 1 - Part 2 (Component Method) - Calcuating The Components for the forces provided

Lab 1 - Part 2 (Component Method) - Finding components for Fe and Fe itself! And the angle as well!

Lab 1 - Part 2 (Component Method) - Uncertainty of Fa,x (Important)

Lab 1 - Part 2 (Component Method) - Uncertainty of Fa,x

Lab 1 - Part 2 (Component Method) - Uncertainty of Fa,y - 1st Part

Lab 1 - Part 2 (Component Method) - Uncertainty of Fa,y

Lab 1 - Part 2 (Component Method) - Uncertainty of Fb,x

Lab 1 - Part 2 (Component Method) - Uncertainty of Fb,y

Lab 1 - Part 2 - Uncertainty of Fe - 1st Part

Lab 1 - Part 2 - Uncertainty of Fe - 2nd Part

Lab 2 - Uncertainty Of The Angle Of Incline

Lab 2 - Uncertainty Of The Velocity and Time

Uncertaintyof the Angle, Time and Velocity All in one !

Lab 2 - Calibrating the vertical axis

Lab 2 - Calibratingthe horizontal axis

Changing the axes to standard form

A few Additives

How to find g

Applying the Concepts and Finding g

Finding the Uncertainty of g; Step 1 - Finding The Uncertainty of sin theta

Finding the Uncertainty of g; Step 1.2- Finding di

Finding the Uncertainty of g; Step 1.1 - Finding c for di formula

Finding the Uncertainty of g; Step 1.2 - Now finding di after knowing c

Finding the Uncertainty of g; Step 2- Finding The Uncertainty of g

Physics Experiment 3 (Focal length of a convex lens) - Video 1

Physics Experiment 3 (Focal length of a convex lens) - Video 2

Finding Standard Uncertainty of di and do

Finding Standard Uncertainty of (1/do) and (1/di) Part 1

Finding Standard Uncertainty of (1/do) and (1/di) Part 2

Finding 1/f using the Lens Equation

Finding Standard Uncertainty of 1/f

Finding Standard Uncertainty of f

Finding mean of f and setting up for standard Deviation

Finding Standard Deviation and Standard Uncertainty of the mean

Finding The Mean & Using It To Fill In The Rest of The Table (Horizontal Motion)

Finding The Standard Deviation and The Uncertainty of The Mean (Horizontal Motion)

Answering The Two (Why) Questions on Projectile Motion

Concept Of Momentum

Sign of g

Finding Uncertainties of the masses

Finding Uncertainty of the length

Finding Average Initial Velocity (Horizontal Motion)

Uncertainty of Mass of Pendulum (Horizontal Motion)

Uncertainty of pendulum length and mass of steel ball (Horizontal Motion)

Proof (the correct way of recording the uncertainties)

The correct way of recording the uncertainties (Using Horizontal Motion Values)

Mean & Standard Deviation of Theta (Horizontal Motion)

Uncertainty of Theta bar (Horizontal Motion)

Mean of Vo (Horizontal Motion)

Uncertainty of Vo - Part 1 (Horizontal Motion)

Uncertainty of Vo - Part 2 (Horizontal Motion)

Uncertainty of Vo - Part 3 (Horizontal Motion)

Uncertainty of Vo (Final Part) - Horizontal Motion

Uncertainty of H (Vertical Motion)

Finding mean of R ( R bar) (Vertical Motion)

Finding Standard Deviation of R ( Vertical Motion)

Finding Vo ( Vertical Motion)

Uncertainty of Vo - Part 1 ( Vertical Motion)

Uncertainty of Vo - Part 2 (Vertical Motion)

Uncertainty of Vo (Final Part) - Vertical Motion