Download presentation

Presentation is loading. Please wait.

Published byPhillip Pears Modified over 3 years ago

1
5.5 INEQUALITIES IN TRIANGLES

2
Review… Likewise, the smallest angle is always opposite the shortest side!

3
Help Mr. Tessalone! Mr. Tessalone wants to build a bench in the largest corner of his triangular deck.

4
Help Mr. Tessalone! Which angle should he build it in and why? He should build it at angle B – it is across from the longest side.

5
Help Mr. Tessalone! What if he wants to put a plant in the smallest angle? Where would that go and why? He should build it in angle A – it is across from the shortest side.

6
What if there is no diagram? Check your work by creating a diagram!

7
Think… Could we have a case where there is not one specific angle that is the largest/smallest? Yes, if it is an isosceles or equilateral triangle!

8
What if we knew angle measures… Could we find the largest side? Yes! Could we find the smallest side? Yes!

9
Converse to Theorem 5-10 Likewise, the shortest side is always opposite the smallest angle!

10
List The Sides From Longest to Shortest! First, you need to find the measure of

11
List the sides in order from shortest to longest.

Similar presentations

OK

Bell Ringer 30 60 3 X Y Find x and y. Objective I can evaluate the legs and hypotenuse of a 30-60-90 triangle in word problems.

Bell Ringer 30 60 3 X Y Find x and y. Objective I can evaluate the legs and hypotenuse of a 30-60-90 triangle in word problems.

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

Viewing ppt on ipad 2 Ppt on itc group of hotels Full ppt on electron beam machining Elementary ppt on main idea Ppt on operating system free download Ppt on south african culture videos Ppt on story of human evolution Ppt on division as equal sharing worksheets Ppt on the development of the periodic table Ppt on introduction to object oriented programming