Presentation is loading. Please wait.

Presentation is loading. Please wait.

Geometry Name: ____________________________________ Unit 8 WS 7 Side LengthsDate: ____________________________________ All side lengths will be decimal.

Published byLydia Ellis Modified over 8 years ago

Similar presentations

Presentation on theme: "Geometry Name: ____________________________________ Unit 8 WS 7 Side LengthsDate: ____________________________________ All side lengths will be decimal."— Presentation transcript:

1 Geometry Name: ____________________________________ Unit 8 WS 7 Side LengthsDate: ____________________________________ All side lengths will be decimal answers. Round all decimals to the nearest tenth. 1.2. 3.4. 12 22° x y z° 40° 81° 14° y y y x x x 75 8 x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________

2 Geometry Name: ____________________________________ Unit 8 WS 7 Side LengthsDate: ____________________________________ All side lengths will be decimal answers. Round all decimals to the nearest tenth. 5.6. 7.8. 17 79° x y z° 50° 47° 31° y y y x x x 3 18 6 x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________

3 Geometry TopicsName: ____________________________________ Trig Worksheet 3 – Side LengthsDate: ____________________________________ All side lengths will be decimal answers. Round all decimals to the nearest tenth. 1.2. 3.4. 14 41° x y z° 81° 67° 16° y y y x x x 7 27 28 x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________

4 Geometry TopicsName: ____________________________________ Trig Worksheet 4 – Side LengthsDate: ____________________________________ All side lengths will be decimal answers. Round all decimals to the nearest tenth. 3.4. z° 70°42° y y x x 80 13 x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ 1.2. z° 64° 39° y y x x 27 8 x = __________ y = __________ z = __________ x = __________ y = __________ z = __________

5 Geometry TopicsName: ____________________________________ Pythagorean Theorem PracticeDate: ____________________________________ 1.2. 3.4. 5.6. Directions: Set up and solve the Pythagorean Theorem for each problem to solve for x. Leave all answers in simplified square root form and obtain a decimal answer. Round all decimals to the nearest tenth. x = __________ (simplified square root) x = ______________ (decimal to the nearest tenth) x = _________ x = __________ 9 12 6 3 25 24 6 9 16 9 x x x x x x (simplified square root) x = ______________ (decimal to the nearest tenth) x = _________ (simplified square root) x = ______________ (decimal to the nearest tenth) x = _________

6 Geometry Name: ____________________________________ Unit 8 WS 8 – Angle MeasuresDate: ____________________________________ All side lengths on this worksheet will be integers. Round all angle measures to the nearest tenth. 1.2. 3.4. z° x° z° 12 5 17 8 11 61 9 40 y y y y x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________

7 Geometry Name: ____________________________________ Unit 8 WS 8– Angle MeasuresDate: ____________________________________ All side lengths will be integers except #8. Round all angle measures to the nearest tenth. 5.6. 7.8. z° x° z° 12 9 25 7 60 61 y y y y x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ 12

8 3.4. x° z° 7 7 11 22 y y x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ 1.2. x° z° 10 6 3 5 y y x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ Geometry TopicsName: ____________________________________ Trig Worksheet 7– Angle MeasuresDate: ____________________________________ All side lengths will be integers except #3, 4. For y in #3,4 leave your answer in terms of a simplified square root. Round all angle measures to the nearest tenth.

9 Geometry TopicsName: ____________________________________ Trig Worksheet 8 – Solving TrianglesDate: ____________________________________ Round all decimal answers to the nearest tenth. 1.2. 3.4. x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ z° x° y y y y 15° 23° 12 x x 31 10 6

10 Geometry TopicsName: ____________________________________ Trig Worksheet 9 – Solving TrianglesDate: ____________________________________ Round all decimal answers to the nearest tenth. 1.2. 3.4. x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ z° x° 26 10 y 52° 17 y x x y 71° 16 34 y

11 Geometry TopicsName: ____________________________________ Trig Worksheet 10 – Solving Triangles Date: __________________________ Round all decimal answers to the nearest tenth. 3.4. x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ z° x° 4° x 9 y 9 15 y 1.2. x = __________ y = __________ z = __________ x = __________ y = __________ z = __________ z° x° y y z° 60° x 4 y 12

Download ppt "Geometry Name: ____________________________________ Unit 8 WS 7 Side LengthsDate: ____________________________________ All side lengths will be decimal."

Similar presentations

Bell Ringer.

Bell Ringer.
Let’s Play What have you learned about Analytic Geometry?

Let’s Play What have you learned about Analytic Geometry?
TODAY IN GEOMETRY…  Review: Methods solving for missing sides of a right triangle  Learning Target: 7.6 Finding an angle using inverse Trigonometry 

TODAY IN GEOMETRY…  Review: Methods solving for missing sides of a right triangle  Learning Target: 7.6 Finding an angle using inverse Trigonometry 
A number that has a whole number as its square root is called a perfect square. The first few perfect squares are listed below. Slide 8.8- 2.

A number that has a whole number as its square root is called a perfect square. The first few perfect squares are listed below. Slide
Solving Right Triangles

Solving Right Triangles
Bell Ringer.

Bell Ringer.
= 9 = 8 = 12 = 19 = 2 = 3 = 17 = 5 = 11 = 5.

= 9 = 8 = 12 = 19 = 2 = 3 = 17 = 5 = 11 = 5.
Geometry: Distance/ Midpoints. Do Now: Check in Problem (do this by yourself and it will be taken and graded as a hw grade) Directions: Find the value.

Geometry: Distance/ Midpoints. Do Now: Check in Problem (do this by yourself and it will be taken and graded as a hw grade) Directions: Find the value.
Jeopardy Trig fractions Solving For Angles Solving for Sides 30-60-90 Other Trig Stuff $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 Final Jeopardy.

Jeopardy Trig fractions Solving For Angles Solving for Sides Other Trig Stuff $100 $200 $300 $400 $500 $100 $200 $300 $400 $500 Final Jeopardy.
TODAY IN ALGEBRA 2.0…  Review: Pythagorean Theorem and the six trigonometric functions  Learning Target: 13.1 You will find missing sides of a triangle.

TODAY IN ALGEBRA 2.0…  Review: Pythagorean Theorem and the six trigonometric functions  Learning Target: 13.1 You will find missing sides of a triangle.
Lesson Menu Main Idea and New Vocabulary Key Concept:Pythagorean Theorem Example 1:Find a Missing Length Example 2:Find a Missing Length Key Concept:Converse.

Lesson Menu Main Idea and New Vocabulary Key Concept:Pythagorean Theorem Example 1:Find a Missing Length Example 2:Find a Missing Length Key Concept:Converse.
Geometry Notes Lesson 5.3B Trigonometry

Geometry Notes Lesson 5.3B Trigonometry
Welcome to Jeopardy Click to Begin.

Welcome to Jeopardy Click to Begin.
What is a right triangle? It is a triangle which has an angle that is 90 degrees. The two sides that make up the right angle are called legs. The side.

What is a right triangle? It is a triangle which has an angle that is 90 degrees. The two sides that make up the right angle are called legs. The side.
Pythagorean Theorem Use the Pythagorean Theorem to find the missing length of the right triangle. 1.

Pythagorean Theorem Use the Pythagorean Theorem to find the missing length of the right triangle. 1.
Objective The student will be able to:

Objective The student will be able to:
Section 7.1 – Solving Quadratic Equations. We already know how to solve quadratic equations. What if we can’t factor? Maybe we can use the Square Root.

Section 7.1 – Solving Quadratic Equations. We already know how to solve quadratic equations. What if we can’t factor? Maybe we can use the Square Root.
500 100 200 300 100 300 200 300 200 100 200 500 300 100 400 Powerful percents Decimal Doozies Geometry Jamboree Really Rounding Simpily simfpifying.

Powerful percents Decimal Doozies Geometry Jamboree Really Rounding Simpily simfpifying.
Monday, March 2 Approximate square roots on a calculator. Solve square root equations. Use Pythagorean Theorem to find missing dimension on a right triangle.

Monday, March 2 Approximate square roots on a calculator. Solve square root equations. Use Pythagorean Theorem to find missing dimension on a right triangle.
11/11/2015 Geometry Section 9.6 Solving Right Triangles.

11/11/2015 Geometry Section 9.6 Solving Right Triangles.

Similar presentations

Ads by Google