Thigh-Pagorus Learning Objective: To build together knowledge of centre of gravity with forces The big questions: -Where is SOH CAH TOA used in Physics/Life.

Slides:



Advertisements
Similar presentations
Trigonometry Ratios.
Advertisements

Aim: How can we describe resultant force (net force)?
5.2 Forces & Equilibrium SOH CAH TOA too. Normal forces If an object is NOT accelerating (at rest or a constant velocity) the net force must be zero.
Projectile Motion Problems
A ramp has been built to make a stage wheelchair accessible. The building inspector needs to find the angle of the ramp to see if it meets regulations.
TRIGONOMETRY BY: LOUIS ROSALES. WELCOME Here you will learn how to:  Identify certain parts of a right-angled triangle (hypotenuse, adjacent and opposite.
Introduction to Biomechanics and Vector Resolution
Mechanics Motion Equations and Graphs Combining and Resolving Vectors Force and Acceleration Gravity and Free-Body Diagrams Projectile Motion Work and.
Vector Mathematics Physics 1.
Chapter 3 Projectile Motion.
8-3 Trigonometry Day 2.
How To Draw a Free-Body Diagram
Unit 6 Test Review Write the numbers 1 to 10 on a blank piece of paper.
Laws of Motion and Force Diagrams Many of the following slides are from the online physics site:
Projectile Motion The motion of an object that is thrown and moves along a curved path through the influence of gravity, only.
Vector components and motion. There are many different variables that are important in physics. These variables are either vectors or scalars. What makes.
Geometry Trigonometry. Learning Outcomes I will be able to set up all trigonometric ratios for a right triangle. I will be able to set up all trigonometric.
Lesson 13.1 Right Triangle Trigonometry
Warm- up What do you remember about right triangles?
45° a a a a a  2 60° 30° a 2a2a a3a3 Special Triangles Rules.
Advanced Physics Chapter 3 Kinematics in Two Dimensions; Vectors.
Quick Quiz Find the unknown angle, show working TOA = = …
Geometry Warm Up. 8-3 TRIGONOMETRY DAY 1 Objective: To use the sine, cosine, and tangent ratios to determine side lengths and angle measures in right.
Cambridge University Press  G K Powers Similarity and right-angled triangles Study guide 1.
Chapter 13 Right Angle Trigonometry
Centre of Gravity Learning Objective: Apply knowledge of centres of gravity with free-body force diagrams The big questions: -What is a centre of gravity.
9.4 Trigonometry: Cosine Ratio
9.2 Trigonometry: Tangent Ratio Day 1
Projectile Motion. 3-2 The Components of a Vector Even though you know how far and in which direction the library is, you may not be able to walk there.
9.3 Trigonometry: Sine Ratio
Chapter 8-3 Trigonometry. Objectives  Students will be able to use the sine, cosine, and tangent ratios to determine side lengths and angle measures.
Convert Angles in Degrees to Degree and Minutes and vice versa.
Vectors and Scalars Physics 1 - L.
Force Vectors.
Basic Trigonometry We will be covering Trigonometry only as it pertains to the right triangle: Basic Trig functions:  Hypotenuse (H) Opposite (O) Adjacent.
Section T.5 – Solving Triangles
Trigonometry Computer Integrated Manufacturing
VECTORS Honors Physics.
Final vertical velocity?
Calculate the Resultant Force in each case… Extension: Calculate the acceleration if the planes mass is 4500kg. C) B) 1.2 X 103 Thrust A) 1.2 X 103 Thrust.
8-4 Trigonometry Ms. Andrejko.
Force Vectors Principles of Engineering
Periods 2 and 3 Take notes on the following in your Physics Journals
Vectors What is a vector?.
Isometric Drawing.
Warm Up (Just give the fraction.) 3. Find the measure of ∠T: ________
The Trigonometric Ratios
A 5 4 C 3 B 3 5 Sin A =.
VECTORS Level 1 Physics.
Force Vectors.
Soh-Cah-Toa, Law of Sines, Law of Cosines
VECTORS Level 1 Physics.
Force Vectors Principles of Engineering
Finding a missing angle with inverse trigonometric functions
Solve for the missing side.
7-5 and 7-6: Apply Trigonometric Ratios
Force Vectors.
Finding the Magnitude and Direction of the Resultant for two vectors that form right angles to each other.
Trigonometry To be able to find missing angles and sides in right angled triangles Starter - naming sides.
Section 5.5 – Right Triangle Trigonometry
Vectors.
Work Yes you out there !.
Force Vectors Principles of Engineering
VECTORS Level 1 Physics.
Trigonometry 2 L.O. All pupils can find missing sides on right angled triangles All pupils can find missing angles in right angled triangles.
All about right triangles
VECTORS Level 1 Physics.
Force Vectors Principles of Engineering
VECTORS Level 1 Physics.
Trigonometry – Angles – Bingo Method
Presentation transcript:

Thigh-Pagorus Learning Objective: To build together knowledge of centre of gravity with forces The big questions: -Where is SOH CAH TOA used in Physics/Life -What is pythagorus’s theorum -How can you resolve forces

SOH CAH TOAAAAA Learning Objective: Link trigonometry to force diagrams The big questions: -Can you draw a force diagram for any object -Can you use soh cah toa -Are you able to link soh cah toa to forces at an angle?

We use this to calculate the amount of forces acting in each direction 8 We can resolve the force into 2 directions:

Thigh-Pagorus Learning Objective: To build together knowledge of centre of gravity with forces The big questions: -Where is SOH CAH TOA used in Physics/Life -What is pythagorus’s theorum -How can you resolve forces

Spotlight time… 2 minutes to answer the question, then one is chosen to present your work and everybody else votes if they were doing it correctly Q: A man is pulled out of a window by a force. The amount that is horizontal is 10 N and the angle is 50 degrees to the horizontal. What is the strength of the whole force

Thigh-Pagorus Learning Objective: To build together knowledge of centre of gravity with forces The big questions: -Where is SOH CAH TOA used in Physics/Life -What is pythagorus’s theorum -How can you resolve forces

Work out horizontal AND vertical force for E) 20 N 40˚ 40 N 15˚

Questions from past papers: Jan ‘10 q5, q16, Jan ‘11 q4, q16 (on board) What angle and force are created if a football is kicked by two players at once: One player kicking it left with 40N and one kicking up with 20N? EXT: What if one kicked it left with 40N and one kicked it right with 30N?

Pythagorus’s theorum H A O