1 / 16

Students' Heights       3 feet 11 inches 46 inches

Students' Heights       3 feet 11 inches 46 inches 4 feet 8 inches 48 inches    4 feet 2 inches  52 inches.

tasya
Download Presentation

Students' Heights       3 feet 11 inches 46 inches

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Students' Heights      3 feet 11 inches 46 inches 4 feet 8 inches 48 inches   4 feet 2 inches  52 inches Drew, Erin, Jamal, Kendra, Parker, and Sandy have lined up according to height so they can be placed on-stage for the spring concert. The shortest person is at the front of the line. Drew is behind Kendra. Erin is right behind Parker. Jamal is between Parker and Drew. Sandy is one inch shorter than Kendra. Kendra is second in line. What is each person's height in feet and inches? In what order are they standing in line?

  2. Solution • Height Student • 3 feet 10 inches Sandy • 3 feet 11 inches Kendra • 4 feet Drew • 4 feet 2 inches Jamal • 4 feet 4 inches Parker • 4 feet 8 inches Erin

  3. Classifying and Measuring Angles Lesson 10-1

  4. Angles • An angle is made up of 2 rays with a common end point. • Angles are measured in units called degrees. Vertex- the point where the 2 rays meet.

  5. Naming Angles C You can use the symbol to name the angle. 2 B ABC or CBA Always use the vertex as the middle letter. A B Use the vertex only 2 Use a number

  6. Types of Angles Acute Angle Right Angle Measure less than 90 Measure exactly 90 Straight Angle Obtuse Angle Measure between 90 and 180 Measure exactly 180

  7. Find the measure of an angle P M 60 85 R N

  8. The outer scale goes from 0 to 180 from left to right. Protractor The inner scale goes from 0 to 180 from right to left.

  9. How to measure an angle If the ray passes through this zero, use the inner scale. If the ray passes through this zero, use the outer scale. Lay one of the rays of the angle on the line passing through zero. Line up the vertex of the angle with the center of the protractor.

  10. Measure this angle from the inner scale. • This angle measures 75

  11. Measure this angle from the outer scale. • This angle measures 100

  12. Draw an Angle that measures 60 First draw a ray. Next lay the protractor on top of the ray with the end point at the center of the ray.

  13. Draw an Angle that measures 60 Then draw the other ray passing it through this point. Mark the point on the protractor that you want the other ray to pass through.

  14. Draw an Angle that measures 60

  15. Your Turn • Measure the angles on your worksheet. • Draw your own angle that measures 45 • Remember to line up the vertex with the center point. • If you need to extend the ray so that it passes through the zero mark.

  16. Don’t forget • Complete lesson 10-1 # 1-14 all

More Related