During the first six months of the year, the car dealership sold 47 cars, 53 cars, 62 cars, 56 cars, 46 cars, and 48 cars. What was the average number of cars sold per month during the first six months of the year?

(a)  

The relay team carried the baton around the track. The first runner ran her leg of the relay in eleven and six tenths seconds. The second runner ran his leg in eleven and three tenths seconds. The third runner ran her leg in eleven and two tenths seconds. The fourth runner ran his leg in ten and nine tenths seconds. What was the team’s total time?

(a)  

Aziz sold two-thirds of his 18 muffins at the fundraiser. How many muffins did Aziz sell?

(a)  

Aziz sold two-thirds of his 18 muffins at the fundraiser. How many muffins did Aziz not sell?

(a)  

What is the perimeter of the hexagon?

(a)  

Complete each equivalent fraction: a. 5/6 = ?/18

(a)  

Complete each equivalent fraction: b. ?/8 = 9/24

(a)  

Complete each equivalent fraction: c. 3/4 = 15/?

(a)  

a. What decimal part of this square is shaded?

(a)  

What decimal part of this square is not shaded?

(a)  

What percent of this square is not shaded?

(a)  

Round 3184.5641 a. to two decimal places.

(a)  

Round 3184.5641 b. to the nearest hundred.

(a)  

a. Name 0.00025.

(a)  

b. Use digits to write sixty and seven hundredths.

(a)  

a. Write 2% as a reduced fraction.

(a)  

b. Reduce 720/1080.

(a)  

Find the length of segment BC.

(a)  

Refer to the triangle below to answer: What is the perimeter of the triangle?

(a)  

b. What is the area of the triangle?

(a)  

The face of the spinner is divided into thirds. The spinner is spun twice. One possible outcome is A then A (AA). What is the probability of spinning A at least once in two spins?

(a)  

Solve: 7 • 8 = 4x

(a)  

Solve: 4.2 = 1.7 + y

(a)  

Solve: m - 3.6 = 0.45

(a)  

Solve: $$\frac{4.5}{w} = 3$$

(a)  

Simplify: $$\frac{3}{5} \cdot 12 \cdot 4\frac{1}{6}$$

(a)  

Simplify: $$5\frac{1}{6} + 1\frac{3}{4} + 2\frac{1}{2}$$

(a)  

Evaluate this expression for $$a = 3\frac{1}{3}$$ and $$b = 5$$ : $$\frac{a}{b}$$

(a)  

A point with the coordinates (3, -3) lies in which quadrant of the coordinate plane?

(a)