Session 1
Choose the best answer for each question. No calculator.
23. Which set of numbers is ordered from least to greatest?
Session 2
A calculator may be used for this session.
Choose the best answer for multiple choice. Show all work for open-response questions.
Question 41.
1-credit
A store sells 3 notebooks for $5.40. Tomas needs 9 notebooks. How much will he spend? Show your work.
Question 42.
1-credit
The temperature in Buffalo was -4 degrees F in the morning. By noon it rose 11 degrees. What was the noon temperature? Show your work.
Question 43.
1-credit
A rectangle has a perimeter of 36 cm. Its width is 7 cm. What is its length? Show your work.
Question 44.
2-credit
A runner completed a 5-mile race in 40 minutes. Another runner completed the same race in 50 minutes. What is each runner's unit rate in miles per minute? Who ran faster? Explain your reasoning.
Question 45.
2-credit
The school garden is a rectangle 14 meters long and 9 meters wide. Students want to add a path around the outside that is 1 meter wide. What is the area of the path only? Show your work.
Question 46.
2-credit
Lena has a fish tank shaped like a rectangular prism. It is 60 cm long, 30 cm wide, and 40 cm tall. She fills it 3/4 full of water. How many cubic centimeters of water are in the tank? Show your work.
Question 47.
2-credit
Marcus collected daily high temperatures (in degrees F) for one week: 58, 63, 71, 65, 70, 68, 72. Find the mean, median, and range. Show your work.
Question 48.
2-credit
A coordinate grid shows points A(2, 3), B(-4, 3), and C(-4, -1). These are three vertices of a rectangle. What are the coordinates of the fourth vertex D? What is the perimeter and area of the rectangle? Show your work.
Question 49.
2-credit
A bakery sells muffins for $2.50 each and cookies for $1.25 each. Ava spent exactly $15.00. She bought 2 muffins. How many cookies did she buy? Write and solve an equation to show your work.
Question 50.
3-credit
A local park has a walking trail shaped like a composite figure: a rectangle 80 m long and 40 m wide, with a triangular section at one end that has a base of 40 m and a height of 30 m.
Part A: What is the total area of the park? Show your work.
Part B: The park wants to install a fence along the entire perimeter. The two long sides of the rectangle measure 80 m each. The triangle replaces one short end (40 m is not fenced). The two slanted sides of the triangle each measure 50 m. One short side of the rectangle (40 m) is fenced. What is the total length of fencing needed? Show your work.