Bell Work November 6-10

Find your test in your table basket and begin IMMEDIATELY Find your test in your table basket and begin IMMEDIATELY! **You will have 20 minutes to finish Friday’s test!** When you are done with your test: Take a dividing decimals notes page off the back table Write in your table of contents “Dividing Decimals” Glue the notes page in your notebook READ over the notes “Dividing Decimals by Whole Numbers” Complete the problems from the side board When the twenty minutes is up, we will discuss the skill.

Monday, November 6 How many sheets are in each stack?

Tuesday, November 7 Based on information from previous years, 40% of the fans at each of a baseball team’s games are female. At one of the team’s games this year, there were 480 female fans. Based on the information from previous years, what was the total number of fans at that game?

Wednesday, November 8 David is conducting a survey by going door-to-door. He visited 60 homes in 2.5 hours. At that rate, how much time, in hours, will it take David to visit 90 homes?

Thursday, November 9 Honors Math Enter the room quietly. Take out your homework. Pretest

Honors Pretest Integers and Absolute Value Write an integer for the situation. Explain the meaning of zero.  1. The end of a cave is 380 meters below the surface of the earth. Write an integer to represent this depth. Draw the number line then graph the set of integers the line. 2. {–14, –7, 10, –1} 3. Find the opposite the integer 10.   Find the absolute value. 4. ⎪31⎥ 5. ⎪–5⎥ 8. Order this set of integers from greatest to least. {8, 43, –25, 12, –14, 3}

Thursday, November 9 Regular Math Explain why 0.198 < 0.0265 is incorrect. Be sure to state the correct inequality and why it is incorrect. The expanded form of each number should also be part of your response.

198 in expanded form is (1x0. 1) + (9x0. 01) + (8x0 0.198 in expanded form is (1x0.1) + (9x0.01) + (8x0.001) or (1x 1 10 ) + (9x 1 100 ) + (8x 1 1000 ) 0.0265 in expanded form is (0x0.1) + (2x0.01) + (6x0.001) + (5x0.0001) or (0x 1 10 ) + (2x 1 100 ) + (6x 1 1000 ) (5x 1 10000 ) Because one tenth is larger than zero tenths, 0.198 > 0.0265