By Cyrus Cortez. Hernan was shopping for a TV to fit in his stand. The stand has a width of 20 inches. The TV is 15 inches tall and the diagonal distance.

Slides:

Advertisements

Similar presentations

By Robert Lopshire.

Advertisements

Fluency Phrases. at the store his dog to my house.

Pythagorean Theorem Story Problems Goal: Solve for an unknown measurement of using the Pythagorean Theorem.

Bellwork Clickers Ruby is standing in her back yard and she decides to estimate the height of a tree. She stands so that the tip of her shadow coincides.

Study Session: Linear Equation Applications October 4 th, 2012.

Technology Lab Indirect Measurement By: Munira Al-Essa, Shaikha Al-Roumi, Answar Al-Sabah, Rayan Saeed.

Pythagorean Theorem and Rectangular Prisms. Learning Target I can solve real-world and mathematical problems using the Pythagorean Theorem to find a diagonal.

(3, 4, 5)(6, 8, 10)(12, 16, 20) (5, 12, 13)(10, 24, 26) (7, 24, 25) (8, 15, 17) (9, 40, 41) (11, 60, 61) (12, 35, 37) (20, 21, 29) PYTHAGOREAN TRIPLES.

Applications Using Trigonometry Angles of Elevation and Depression.

“Real-World” Trig Problems You can draw your triangle either way: Angle of Depression = Angle of Elevation.

Subject: Analytic Geometry Unit 2

Measuring using… INCHES FEET YARDS MILES

Pythagorean Word Problems

Sight Word Phrases Group 2. saw a cat at home again.

Perimeter, Circumference, and Area BIG IDEA: MEASUREMENT ESSENTIAL UNDERSTANDINGS: Perimeter, circumference, and area are different ways of measuring the.

Geometry Project By: Ty LeBeau Date: 3/24/13 Hour: 2 nd.

What will work for you?.  What is your purpose?  How much space is available?  Consider both screen size and viewing distance  TV or wall-mounted.

1.Tim is painting his living room with a new coffee colored Paint. There are 3 walls in the living room that measure 15 ft by 8 ft each and a fourth wall.

Geopardy! Radical Radicals Pythagorean Theorem Word Problems We Are Family Special Triangles Intro to Trig

Using Similar Figures to Solve Problems. There are a variety of problems that can be solved with similar triangles. To make things easier use or draw.

Problem 2 week 18. Question A basketball coach wants to hang 3 plaques on a wall. She wants to hang the three plaques side by side so that they are centered.

Questions From 7.5 homework. Chapter 7 Review Please get into your house groups!

Inch by Inch By Raquel Gonzalez June 20, 2006 Measurement helps me find out.... how tall how short how long how wide ….different objects are.

Area and Perimeter: Working Backwards. Challenge 1 The height of a rectangle is twice the base. The area of the rectangle is 450 in 2. What is the height?

Sec: 7.1 and 7-2 Sol: G.7. Find the geometric mean between each pair of numbers. 4 and 9.

Review Game Ideas & Hints Before starting the game, I would suggest having each student get a blank sheet of paper out to show their work on. One idea.

IN PLAY ON UNDER ABOVE BEHIND BETWEEN IN FRONT OF NEXT TO.

Section 4.7 Forming functions from Verbal Descriptions.

Pythagorean theorem! By : Katey Lynch. History of the Pythagorean theorem! Well it all started with a Greek mathematician Pythagoras. He discovered something.

CCII Unit 5 Warm-Ups. Warm-Ups (Monday 11/17) a) Describe the transformation from the parent graph b) Domain:c) Range: d) Vertex:e) Axis of Symmetry:

Practice with Perimeter & Area. Area of a Rectangle 3” 4” units 4 units 12 square units in the rectangle 3” or 3 units on top (width) 4” or 4 units.

Since you were a baby, you’ve been involved in measurement.

Warmup Find the lengths of the sides marked with a variable in each problem below. Show work! 48 y x 42 x y  y.

Home Page Push here to begin Select the correct answer for each question. Make sure you are showing all of your work on a separate sheet of paper. Review.

Read the directions and put the items where they belong.

Jeopardy Pythag. Thm. Pythag. Thm. Apps Simplifying Radicals Inequalities Family Tree Of Numbers Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300.

Prepositions. Prepositions Preposition is a word that is used to show the relationship between two objects or person. before It is placed before a noun.

Figure ABCD is a kite. Find the area. A B C D 7 in15 in 6 in in 9.21 in A. 142 sq. in. B. 132 sq. in. C. 264 sq. in. D. 194 sq. in.

Trig Test Review 2. 45°-45°-90° 30°-60°-90°

SineCosineTangentPythagoreanTheorem Mixed Word Problems(Regents)

PYTHAGOREAN THEOREM WORD PROBLEMS OBJECTIVE: Students will solve for missing values using the Pythagorean theorem for word problems.

5.8: Intermediate Related Rates. Sand is poured on a beach creating a cone whose radius is always equal to twice its height. If the sand is poured at.

Similar Triangles Application

Do Now Find the missing sides. 1) 15 5 y ) x – 2 32 y = 7x = 26.

Measurement TEST review. Which of the following would determine the AREA? a) the amount of boards you would need to build a fence? b) How many cubes you.

Geometry – Unit 8 $100 Special Right Triangles Sine, Cosine, &Tangent Elevation & Depression Wild Card! $200 $300 $400 $500 $100 $200 $300 $400 $500.

Warm-up. Law of Sines and Cosines Students will be able to apply the Law of Sines and the Law of Cosines to solve problems involving oblique triangles.

#1. #2 #3 #4 #5 Ruby is standing in her back yard and she decides to estimate the height of a tree. She stands so that the tip of her shadow coincides.

Section 8-1. Find the geometric mean between each pair of numbers. 4 and 9.

Area of Regular and irregular polygons Mrs. Korchmaros.

Figure ABCD is a kite. Find the area. A B C D 7 in15 in 6 in in 9.21 in A. 142 sq. in. B. 132 sq. in. C. 264 sq. in. D. 194 sq. in.

Special Right Triangles Pythagorean Theorem SOHCAHTOA Angles of Elevation and Depression TRIG MISC

Area and Perimeter Objective: Learn what area and perimeter of a polygon is get prepared for the ALMIGHTY test!

Applications of Trig Functions. Angle of Elevation: the angle from the line of sight and upwards. Angle of Elevation Angle of Depression: the angle from.

Do Now Find the missing sides. y = 7 x = 26 2) 1) x – y

Hi. My name’s Molly. This is my house

Day 123 – Domain and range of a quadratic function

Factoring Jeopardy Special Products Factor

Angle of Elevation and Angle of Depression

Lesson 8.8 Similar Polygons

The Clubhouse of my dreams

Applying the Pythagorean Theorem

Unit 7a Review Math 2 Honors.

Pythagorean Theorem Practice, Practice, Practice!.

Surface Area and Volume Review

Hi friends. I am Linda. This is our house..

How tall is the table?.

Pythagorean Theorem.

Day 123 – Domain and range of a quadratic function

Problem 1 A snowmobile does 120 J of work, applying a force of 13 N. How far does it move?

Presentation transcript:

By Cyrus Cortez

Hernan was shopping for a TV to fit in his stand. The stand has a width of 20 inches. The TV is 15 inches tall and the diagonal distance is 33 inches wide. Will it fit on his stand? The TV is 29.4 inches wide. No it will not fit on the stand.

Stella wants to find the height of the coffee table. If the diagonal distance from the ground to the table top is 31 inches and the base is 17 inches, what is the height? Stella’s coffee table is 35.4 inches tall.

In my room there are bunk beds and my dog wants to sleep on the top bunk, its 6 feet tall to the top bunk and my dog is 2 feet from the bed. What is the distance he has to jump? My dog will have to jump 5.6 feet to get to the top bunk.

Devon wants to know how long of strings he needs to fit over the white session of his guitar. We know the width is 3 inches and the diagonal distance is 7 inches. Find the height. The white session on the guitar is 6.3 inches tall.

The diagonal distance for the cat to the top of the box is 13 inches. The height of the box is 10 inches. How far is the cat from the box? The cat is inches away from the box.

Jack wants to paint is living room wall blue. He knows it is 8 feet tall and the diagonal distance is 20 feet. Find the width of the wall. The wall’s width is feet.

Jim wants to fly a flag in this front yard. He wants to the flag to have a diagonal distance of 19.5 feet and the width to be 10 feet. Jim wants to know what the height of the flag will be. The flag’s height is 7.8 feet.

Tommy wants to fit a Christmas tree in this living room which is 10 feet tall. Tommy knows half of the trees width is 2 feet and the diagonal distance of the tree is 12 feet. Will the tree fit in the living room? The tree is feet tall and will not fit in the living room.

Jordan wants to fit a small object in this box. The object is 5 inches tall. The box’s diagonal distance is 18 inches and the width is 7 inches. Will the object fit in the box? (Find the height) The height of the box is inches tall. The object will not fit in the box.

Nic wants to hang a frame on the wall, the objects width is 7 inches and its diagonal distance is 13 inches. The frame height is inches