1. Unit 1: Measurement 1.1 Imperial Measures of Length 1.3 Relating SI and Imperial Units 1.4 Surface Area of Pyramids and Cones 1.5 Volume of Pyramids and Cones 1.6 Surface area and volume of a sphere 1.7 Solving Problems Involving Objects

2. What Units would you use to measure the following? A cell in your body An ant Cell Phone Desk Person Distance from here to Dubai Distance from Earth to Mars Distance from the Earth to the Sun Distance from here to the closest star in our galaxy

3. Distance Between Planets: https://www.youtube.c om/watch?v=97Ob0xR0 Ut8 https://www.youtube.c om/watch?v=97Ob0xR0 Ut8 Can you name the planets in order from the sun?

4. Fun Facts The Sun is 152,000,000 Km from Earth 152,000,000 = 1 Astronomical Unit (AU) 1 light year equals 63,000 AU How many Kilometers are in one light year? 9576000000000Km Distance to our closest star is 4.3 light years Travelling at 40,000 Km per hour it would take 100,000 years to get there

5. 1.1 Imperial Measures of Length Imperial UnitAbbreviationReferentRelationship InchInThumb FootFtFoot1 ft = 12 in YardYdArm Span1yd = 3 ft 1 yd = 36 inches MileMiDistance walked in 20 minute 1 mi = 1760 yd 1 mile = 5280 ft

6. Convert the Following: 1.Convert 5 yd to feet and inches Answer: 15 ft and 180 in 2. Convert 51 inches into Feet and Inches Answer: 4 ft and 3 in 514 3 12

7. Example 1 Anne is framing a picture and the perimeter of the framed picture is 136 in. (a)What will the perimeter be in feet and inches? (b)The framing material costs $1.89/ft how much will it cost

8. Solution: (a)136 ft  11 4  136in = 11ft 4in 12 12 (b) C = 12(1.89$) C = 22.68$

9. Homework: 1.On a piece of PAPER look up the definitions for the vocab found on page 2 2.Complete Exercises: Pg. 11 #6-10, 15, 16, 19, 21 3.Check your answers on page 462

10. SI Unit Review: micrometer Millimeter Centimeter Meter Decimeter Kilometer

11. Convert the following SI Units 3 millimeters to micrometers 3000 um 3 centimeters to micrometers 10 mm in 1 cm/30 mm in 3 cm /30(1000) = 30000um 3 kilometers to meters 3000 meters 3 kilometers to centimeters 3km = 3000m = (3000m)(100) = 300,000 cm 3 meters to kilometers 0.003 km 3 centimeters to kilometers 0.00003km

12. Section 1.3 Assignment: 1.Page 16: Construct Understanding complete with a partner or on your own refer to tables on page 17 and 18 You must each have your own copy 2.With your partner read through the examples on page 18 – 21 and then complete the following questions: Pg 22-23 # 4,5, 8, 10, 12, 15, 17. Check your answers at the back of the book 3.There will be a short quiz tomorrow

13. Section 1.4 Surface Area of Pyramids and Cones

14. A Right Pyramid: A 3D object that has triangular faces and a base that is a polygon. The shape of the base determines the name of the pyramid. The top of the pyramid is called the APEX

15. Type #1: Regular Tetrahedron A triangular pyramid with 4 congruent equilateral triangular sides

16. Type #2: Right Square Pyramid The base is a square and the triangle sides are all congruent

17. Type #3: Right Pentagonal Pyramid The base has 5 sides and the triangles are all congruent

18. Surface Area of a Regular Tetrahedron Formula: Area = ½(base)(height) A = 1/2bh Calculate the SA of the ENTIRE pyramid

19. Surface Area of a Square Pyramid Formula: A = 1/2bh A = l x w Calculate the surface area of the entire pyramid

20. Surface Area of a Rectangular Pyramid Formulas: A = l x w A 1/2bh

21. Assignment: Page 34: #’s 4, 5, 9, 10, 13, 18 Create your own notes on how to find the surface area of a cone. Use your textbook or the internet. Come up with notes, a formula, and an example. I may call on you to teach the class tomorrow

22. Volume of Pyramids and Cones

23. Review: Volume of Cubes, Prisms, and Cylinder Formula for a Cube: L x w x h lwh

24. Volume of a Prism Formula: 1/2lwh

25. Volume of a Cylinder Formula: V =¶r2h

26. Volume of a Pyramid Formula: 1/3lwh (not the slant height)

27. Volume of a Cone: Formula: V=1/3¶r2h

28. Assignment Pg42-44 #’s 4, 6, 8, 9, 13, 18, 22 Correct your answers Quiz on Tuesday on Surface area AND volume of Pyramids and Cones Project assignment