'Cos 1 0' presentation slideshows

Forces and equilibrium

Forces and equilibrium. Forces and Equilibrium. ? Scalars and vectors. ? Types of forces. ? Resultant of forces. ? Equilibrium of particles. Scalar and Vectors. ? Scalar - a physical quantity that is completely described by a real number e.g. time, length, mass, temperature.

3.84k views • 53 slides

325 views • 23 slides

Trigonometry

18 November 2014. Trigonometry. Learning Objective: To be able to describe the sides of right-angled triangle for use in trigonometry. Trigonometry is concerned with the connection between the sides and angles in any right angled triangle. Angle. A. A.

422 views • 23 slides

8-5

724 views • 19 slides

Chapter 1.6 Trigonometric Functions

263 views • 16 slides

Trigonometry: SIN COS TAN or

Trigonometry: SIN COS TAN or. SOHCAHTOA. We will use Trigonometry to solve a number of problems. How could you find the height of this flagpole?. Measure the length of the shadow, and the angle of elevation. x. SOHCAHTOA. First identify the sides of the triangle. SOHCAHTOA.

637 views • 14 slides

Trigonometry: SIN COS TAN or

Trigonometry: SIN COS TAN or. SOHCAHTOA. We will use Trigonometry to solve a number of problems. How could you find the height of this flagpole?. Measure the length of the shadow, and the angle of elevation. x. SOHCAHTOA. First identify the sides of the triangle. SOHCAHTOA.

258 views • 14 slides

151 views • 14 slides

The Cosine Law

6.6 Adjusting the Pythagorean Theorem. C. c 2 = a 2 + b 2. b. a. The Cosine Law. c. B. A. 5. 3. 4. We start with a rope 12 units long. Units are marked. We form the following figure. A right angle is formed. 3, 4, 5 is a Pythagorean Triple.

484 views • 13 slides

Trigonometry Functions

Trigonometry Functions. Pythagorean Theorem (Works only if you have a right triangle). Find the length of b if a = 4 and c =7. A. c. b. B. a. C. Law of Sines. B. c. a. A. C. b. c sin C. a sin A. b sin B. =. =. Law of Cosines. The Law of Cosines

270 views • 13 slides

3.1 Radian Measure

3.1 Radian Measure. OBJ: Convert degree measure to radian measure Find trig values of angles expressed in radian measure. P 19 EX 3a : ? Convert 74 ? 8 ? 14 ?? to decimal degrees (Unit 5 p 1). 74 ? 8 ? 14 ?? 74 + 8 60 + 14 3600 = 74.137 ?.

453 views • 12 slides

The Cosine Rule.

1.34k views • 11 slides

6-5 Inverse Trig

6-5 Inverse Trig. An Inverse Function What was that again?. Get out those Calculators. Please find the following: sin -1 0 6. cos -1 0 sin -1 .5 7. cos -1 .5 sin -1 1 8. cos -1 1

152 views • 9 slides

4.5 (Day 1) Inverse Sine & Cosine

216 views • 8 slides

Torque problem 9-33

Torque problem 9-33. The uniform gate in the diagram below has a mass of 51.0 kg. Assume that the force exerted on the gate by the upper hinge acts in the horizontal direction. Calculate the magnitude and direction of the supporting forces exerted by each hinge. 2.4 m. 1 m. F up. 1.2m. 1m.

132 views • 7 slides

TRIGONOMETRY

178 views • 6 slides

Law of Cosines

261 views • 6 slides

TRIGONOMETRY

383 views • 6 slides

SOLVING WAVE EQUATIONS

217 views • 4 slides