David counted the number of take-out meals sold at a restaurant during a week. He drew the pictograph below, with each fork representing 10 meals. Monday Tuesday Wednesday = 10 meals Thursday Friday Saturday Sunday How many meals were sold on Tuesday?

PART 1-MAP READING The following drawing represents one square mile or 640 acres. The name inside each box is the owner of that land tract. For example, Sandy Smith owns one fourth of a square mile or 160 acres. Refer to the drawing for questions 1-10. For questions with multiple-choice answers, select the correct answer. For questions 1-4, acreage answers must be divisible by 40 (i.e. 80, 120, 160, etc.). How many acres are owned by Stacy Jones? 120 Gail Johnson? Show Transcribed Text 80 80 Dale Dawson?" Terry Jenson?" 80 240 Sandy Stacy Smith Jones (160 acres) Jenson Gail Lou Johnson Lowry Dale Dawson If Johnson, Lowry, and Dawson merged their land, what would be their combined acreage?" Terry Jenson If Johnson sells all his land to Dawson and Lowry sells all his land to Jenson, which landowner within the square mile would own the most land? If Jones sells half his land to Johnson and half to Dawson, which landowner within the square mile would

Match these values of r with the accompanying scatterplots: – 1, - 0.406, - 0.994, 0.406, and 0.764. Click the icon to view the scatterplots. ..... Match the values of r to the scatterplots. Scatterplot 1, r = Scatterplot 2, r= Scatterplot 3, r= Scatterplot 4, r= Scatterplot 5, r =

No.3

1.2

Please help.

Twelve friends are to arrange themselves in a straight line for a group photo.  How many ways can these twelve people arrange themselves? A. 5,040 B. 12 C. 95,040 D. 479,001,600

Use the first table to answer the question? Parts a,b,c and d

ABCDEFGH is a scale drawing of IJKLMNOP. H B C D FE G K N M

You will simulate shooting basketball free throws. Using any coin, let heads represent the ball going into the basket and tales represent the ball missing the basket. Each toss of the coin represents a shot at the free throw line. Simulate shooting 35 free throws. Make a chart on your paper similar to the one below to record your results. For each trial (toss), place an x in the appropriate column. Toss number 1 2 Went in (Heads) X Questions: 1. How many free throws went into the basket? 2. How many free throws missed the basket? Missed (Tails) X 3. What is the experimental probability that you will make the next free throw? 4. What is the experimental probability that you will miss the next free throw? 5. This simulation assumes that you have an equal chance of making the free throw or missing the free throw. Is this a correct assumption? Why? 6. How would you change this simulation to better predict a person's abilities at making free throws?