# Practice Test Math Covering And Surrounding

28 Questions | Total Attempts: 102  Settings  This is a practice test for Mrs. Currie's 6th grade class at Daybreak school. This is a practice on the vocabulary, finding the perimeter and area of a figure. Note: This test will be updated as new apspects of this math section are introduced to the students. Take this test as often as you like to help you review.

Related Topics
• 1.
Find the word that is the best match this definition: Is a linear measurement that is the longest dimension or the dimension along the bottom of a rectangle.
• A.

Width

• B.

Area

• C.

Circumference

• D.

Length

• E.

• 2.
Find the word that is the best match this definition: The measurement of the distance around a figure.
• A.

Area

• B.

Perimeter

• C.

• D.

Circle

• E.

Diameter

• 3.
Find the word that is the best match this definition: A segment from the center of a circle to a point on the circle.
• A.

Width

• B.

Length

• C.

Diameter

• D.

Pi

• E.

• 4.
Find the word that is the best match this definition: A segment that goes from one point on a circle throuh the center to another point on the circle.
• A.

Lenght

• B.

• C.

Diameter

• D.

Width

• E.

Circumferenc

• 5.
Find the word that is the best match this definition: The measure of the amount of surface enclosed by the sides of a figure.
• A.

Area

• B.

Perimeter

• C.

Circumference

• D.

Width

• E.

Length

• 6.
Find the word that is the best match this definition: The point not on the circle that is the mid point between two point on the circle.
• A.

Circumference

• B.

Perimeter

• C.

Diameter

• D.

Center

• E.

• 7.
Find the word that is the best match this definition: Is a polygon with at least two opposite edges parallel.
• A.

Triangle

• B.

Trapezoid

• C.

Circle

• D.

Ellipse

• E.

Star

• 8.
Find the word that is the best match this definition: Is the mathematical name for the ratio of a circle's circumference to its diameter. Is the same for every circle = 3.1416
• A.

Circumference

• B.

Diameter

• C.

Pi

• D.

• E.

Pie

• 9.
Find the word that is the best match this definition: A two dimensional object in which every point is the same distance from a point that is not on the circle.
• A.

Square

• B.

Circle

• C.

Center

• D.

Circumference

• E.

Trapezoid

• 10.
Find the word that is the best match this definition: The distance around a circle. Or the perimeter of the circle.
• A.

Center

• B.

• C.

Diameter

• D.

Circumference

• E.

Pi

• 11.
We can find the perimeter of a square by adding the lengths of the sides. Before adding, make sure that the measuring _______ are all the same.
• A.

Lengths

• B.

Widths

• C.

Units

• D.

Areas

• E.

Lines

• 12.
Find the perimeter for this triangle.
• A.

90 cm

• B.

90

• C.

89 cm

• D.

89

• E.

91

• 13.
Find the perimeter of this rectangle.
• A.

190 in.

• B.

190

• C.

190 ft

• D.

189 in.

• E.

189

• 14.
Find the perimeter for the following figure:
• A.

66

• B.

43 m

• C.

43

• D.

66 m

• E.

43 in.

• 15.
Find the perimeter for the following figure:
• A.

279 cm

• B.

211 cm

• C.

157 cm

• D.

291 cm

• E.

301 cm

• 16.
To find the AREA for a rectangle is computed by multiplying the ______ on one side times the ________ of the adjoining side. This may also be expressed as multiplying the base times the height or A = L x W or A = B x H. (Hint: There are two correct responses)
• A.

Width

• B.

Area

• C.

Perimeter

• D.

• E.

Length

• 17.
Compute the area:
• A.

425 in.

• B.

375 in. squared

• C.

275 in.

• D.

425 in. squared

• E.

100 in. squared

• 18.
Compute the area: W = 3 ft L = 66 ft
• A.

198 ft squared

• B.

138 ft

• C.

138 ft squared

• D.

198 in. squared

• E.

132 ft squared

• 19.
Compute the area:
• A.

240 ft squared

• B.

20 in. squared

• C.

240 in. squared

• D.

20 ft squared

• E.

100 ft squared

• 20.
Compute the area: B = 5.6 cm H = 6.9 cm
• A.

38.64 cm squared

• B.

28.64 cm squared

• C.

250 squared

• D.

38.63 m

• E.

20 cm

• 21.
Find the missing measurement for each rectangle. Area = _____, B = 5 in., H = 47 in.
• A.

104 in. squared

• B.

235 in. squared

• C.

234 in. squared

• D.

204 in. squared

• E.

224 in squared

• 22.
Find the missing measurement for each rectangle. Area = 72 in. squared, B = 1 yd, H =
• A.

2 in.

• B.

36 ft

• C.

2 yd

• D.

2 ft

• E.

14 ft

• 23.
Find the area of a rectangle with sides equalling 3 in. and 5 in.
• A.

8 in. squared

• B.

16 in. squared

• C.

256 in. squared

• D.

15 in. squared

• E.

64 in squared

• 24.
Daybreak Middle School Campus map shows the area 2 mi by .75 mi. How many square miles was shown on the map?
• A.

2.75 square miles

• B.

5.5 square miles

• C.

5.5 miles

• D.

150 sqaure mile

• E.

1.5 square miles

• 25.
A bottle holds .75 L. How many millileters is this?
• A.

7500 ml

• B.

750 ml

• C.

75000 ml

• D.

750 L

• E.

7500 L