Lessons 30-32
Lessons 33-34
Lessons 35-36
Lessons 37-38
Lessons 39-40
100

4 1/6 - 2 5/9

1 11/18

100

Compare: 5.06 ___ 5.60

<

100

16.7 - 1.936

14.764

100
Find the area of a triangle with a height of 6 cm and a base of 6 cm.

18 sq. cm

100

a/12 = 6/8

a = 9
200

In the number 16.57349, which digit it in the thousandths place?

3

200

Round 365.2418 to the nearest hundred

400

200

3.4 divided by 5

0.68

200

Find the area of a triangle that has a base of 12 cm, a height of 5 cm, and a hypotenuse of 13 cm.

30 sq. cm

200

30/25 = 24/d

d = 20

300

Use digits to write the decimal number: one hundred two and three tenths

102.3

300

Seventy-five centimeters is how many meters?

0.75

300

In the pond were 240 little fish and 90 big fish. What was the ratio of big fish to little fish?

3/8

300

Find the area of a triangle that has two sides that are each 10 cm, a height of 8 cm, and a base of 12 cm.

48 sq. cm

300

30/100 = n/40

n = 12

400

A 30-cm ruler broke into two pieces. One piece was 120 mm long. How long was the other piece in millimeters?

180 mm

400
What point on a number line is halfway between 2.6 and 2.7?

2.65

400

The team won 3/8 of its games and lost the rest. What was the team's win-loss ratio?

3/5

400

A piece of paper that is 14 in by 16 in is cut out of a larger piece that is 24 in by 20 in. Find the area of the remaining larger piece of paper.

256 sq in

400

m/100 = 9/12

m = 75

500

A metric ton is 1000 kilograms, so a metric ton is about how many pounds?

About 2200 pounds.

500
3.5 cm + 12 mm = ____ cm

4.7 cm

500

Fourteen of the 30 children at the party were girls. What was the boy-girl ratio at the party?

8/7

500

Write two formulas for finding the area of a triangle.

A = 1/2 x b x h

A = bh/2

500

The sides of a regular triangle are equal in length, and the angles are equal in measure. What is the measure of each angle of a regular triangle and why?

60 degrees because the three angles sum to 180 degrees. Since the angles are the same measure, 180/3 = 60.