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Module 4 lesson 30
1.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 1 May 14, 2014 MODULE 4 Expressions and Equaons Topic H: Applicaons of Equaons Lesson 30: One‐Step Problems in the Real World Student Outcomes § Students calculate missing angle measures by wring and solving equaons.
2.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 2 May 14, 2014 Classwork Opening Exercise Draw an
example of each term and write a brief description. Acute Obtuse Less than 90° Between 90° & 180°
3.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 3 May 14, 2014 Right Straight Reflex Exactly 90° Exactly 180° Between
180° & 360°
4.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 4 May 14, 2014 ∠ABC measures 90°. The angle has been separated into two angles. If one angle measures 57°, what is the measure of the other angle? How are these two angles related? What equaon could we use to solve for x. Now let’s solve.
5.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 5 May 14, 2014 Example 2 Michelle is designing a parking lot. She has determined that one of the angels should be 115°. What is the measure of angle x and angle y? How is angle x related to the 115° angle? What equaon would we use to show this? How would you solve this equaon? How is angle y related the angle that measures 115° ?
6.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 6 May 14, 2014 Example 3 A beam of light is reflected off of a mirror. Below is a diagram of the reflected beam. Determine the missing angle measure. How are the angles in this queson related? What equaon could we write to represent the situaon? How would you solve an equaon like this?
7.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 7 May 14, 2014 Exercises Write and solve an equaon in each of the problems. 1. ∠ABC measures 90°. It has been split into two angles, ∠ABD and ∠DBC. The measure of the two angles is in a rao of 2:1. What are the measures of each angle?
8.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 8 May 14, 2014 2. Solve for x.
9.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 9 May 14, 2014 3. Candice is building a rectangular piece of fence according to the plans her boss gave her. One of the angles is not labeled. Write an equaon and use it to determine the measure of the unknown angle.
10.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 10 May 14, 2014 4. Rashid hit a hockey puck against the wall at a 38° angle. The puck hit the wall and traveled in a new direcon. Determine the missing angle in the diagram.
11.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 11 May 14, 2014 5. Jaxon is creang a mosaic design on a rectangular table. He has added two pieces to one of the corners. The first piece has an angle measuring 38° that is placed in the corner. A second piece has an angle measuring 27° that is also placed in the corner. Draw a diagram to model the situaon. Then, write an equaon and use it to determine the measure of the unknown angle in a third piece that could be added to the corner of the table.
12.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 12 May 14, 2014 Closing Please take out
your exit ticket for Lesson 30, close your binder, and complete the exit ticket. This will be collected. § Explain how you determined the equaon you used to solve for the missing angle or variable. SPRINTS!!!
13.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 13 May 14, 2014 Sprints Round 1
~Page 1
14.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 14 May 14, 2014 Sprints Round 1
~Page 2
15.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 15 May 14, 2014 Sprints Round 2
~Page 1
16.
Module 4 Lesson 30 OneStep Problems in the Real World.notebook 16 May 14, 2014 Sprints Round 2
~Page 2
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