Download presentation

Presentation is loading. Please wait.

Published byLizette Greif Modified over 3 years ago

1
**The Trigonometric Functions we will be looking at**

SINE COSINE TANGENT

2
**The Trigonometric Functions**

SINE COSINE TANGENT

3
SINE Pronounced “sign”

4
COSINE Pronounced “co-sign”

5
**Pronounced “tan-gent”**

6
**Represents an unknown angle**

Greek Letter q Prounounced “theta” Represents an unknown angle

7
hypotenuse hypotenuse opposite opposite adjacent adjacent

8
**We need a way to remember all of these ratios…**

9
Some Old Hippie Came A Hoppin’ Through Our Old Hippie Apartment

10
Sin SOHCAHTOA Opp Hyp Cos Adj Hyp Tan Opp Adj Old Hippie

11
**Finding sin, cos, and tan. (Just writing a ratio or decimal.)**

12
**10.8 9 A 6 Find the sine, the cosine, and the tangent of angle A.**

Give a fraction and decimal answer (round to 4 places). 10.8 9 A 6 Shrink yourself down and stand where the angle is. Now, figure out your ratios.

13
**24.5 8.2 23.1 Find the sine, the cosine, and the tangent of angle A**

Give a fraction and decimal answer (round to 4 decimal places). 8.2 A 23.1 Shrink yourself down and stand where the angle is. Now, figure out your ratios.

14
**Finding a side. (Figuring out which ratio to use and getting to use a trig button.)**

15
**Ex: 1. Figure out which ratio to use. Find x**

Ex: 1 Figure out which ratio to use. Find x. Round to the nearest tenth. 20 m x Shrink yourself down and stand where the angle is. tan 20 55 ) Now, figure out which trig ratio you have and set up the problem.

16
**Ex: 2 Find the missing side. Round to the nearest tenth.**

80 ft x tan 80 ( 72 ) ) = Shrink yourself down and stand where the angle is. Now, figure out which trig ratio you have and set up the problem.

17
**Ex: 3 Find the missing side. Round to the nearest tenth.**

Shrink yourself down and stand where the angle is. Now, figure out which trig ratio you have and set up the problem.

18
**Ex: 4 Find the missing side. Round to the nearest tenth.**

20 ft x

19
Finding an angle. (Figuring out which ratio to use and getting to use the 2nd button and one of the trig buttons.)

20
**Ex. 1: Find . Round to four decimal places.**

tan 17.2 9 ) 17.2 9 Shrink yourself down and stand where the angle is. Now, figure out which trig ratio you have and set up the problem. Make sure you are in degree mode (not radians).

21
**Ex. 2: Find . Round to three decimal places.**

7 2nd cos 7 23 ) 23 Make sure you are in degree mode (not radians).

22
**Ex. 3: Find . Round to three decimal places.**

200 400 2nd sin 200 400 ) Make sure you are in degree mode (not radians).

23
**When we are trying to find a side we use sin, cos, or tan.**

When we are trying to find an angle we use sin-1, cos-1, or tan-1.

Similar presentations

OK

9-1 Tangent Ratio 9-2 Sine and Cosine Ratio Learning Target: I will be able to solve problems using the tangent, sine, and cosine ratios. Goal 1.01.

9-1 Tangent Ratio 9-2 Sine and Cosine Ratio Learning Target: I will be able to solve problems using the tangent, sine, and cosine ratios. Goal 1.01.

© 2018 SlidePlayer.com Inc.

All rights reserved.

To ensure the functioning of the site, we use **cookies**. We share information about your activities on the site with our partners and Google partners: social networks and companies engaged in advertising and web analytics. For more information, see the Privacy Policy and Google Privacy & Terms.
Your consent to our cookies if you continue to use this website.

Ads by Google

Ppt on mass media Ppt on branches of chemistry Download ppt on political parties class 10 Ppt on tcp/ip protocol stack Ppt on natural vegetation and wildlife of the world Ppt on earth dam breach Ppt on minimum wages act 1948 india Ppt on farm management Ppt on articles of association uk Ppt on philosophy of swami vivekananda