1. Quick Start Expectations 1.Fill in planner and HWRS HW: F&W p. 18, #10 a-b, 26-28 2.Get a signature on HWRS 3.On desk: journal, HWRS, pencil, pen 4.Warm Up: next slide… back of HWRS

2. Warm Up

3. Solve for Surface Area The following polyhedron is a cube. 12 feet Front = 12 x 12 = 144 144 x 6 = 864 square feet Why can I solve it this way??

5. Adapted lesson Calculate the Surface Area and the Volume of a 1 x 1 x 1 rectangular prism. SA = 6 sq. in. Vol = 1 cubic in. What happens when you double the length? (1 dimension) What is the SA? What is the Volume? SA = 10 sq. in. Vol = 2 cubic in.

6. What happens when you double the length AND the width? (2 dimensions) What is the SA? What is the Volume? What happens when you double the length, the width, AND the height? (3 dimensions) What is the SA? What is the Volume? SA = 16 sq. in. Vol = 4 cubic in. SA = 24 sq. in. Vol = 8 cubic in.

7. What happens to the SA… when you apply a scale factor of 2?  All 3 dimensions are multiplied by 2.  What is the relationship between the original SA and the new SA?  What is the relationship between the scale factor and how many times larger the SA is? What happens to the Volume… when you apply a scale factor of 2?  All 3 dimensions are multiplied by 2.  What is the relationship between the original Vol. and the new Vol.?  What is the relationship between the scale factor and how many times larger the Vol. is?

8. Together as a class… Double any ONE of the dimensions – length, width or height Triple any ONE of the dimensions – length, width or height Halving any ONE of the dimensions – length, width or height

9. V = You can find these answers by multiplying the original box volume by the f 3 (V x 2 x 2 x 2) (V x 1.5 x 1.5 x 1.5) (V x 0.5 x 0.5 x 0.5)

10. 25 x 200 = 5,000 cm or 50 meters long 30 m = 3,000 cm 3,000 200 = 15 cm Work in Groups…

11. 20 cm 2 200 2 x = 800,000 cm or 80 m 2 2 100 cm 3 200 3 x = 800,000,000 cm or 800 m 3 3

12. Exit Ticket?