Multiple Choice Identify the
choice that best completes the statement or answers the question.
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1.
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If there are 104 flights a day in and out of Kelowna airport, and 10% of the
flights are late, approximately many flights will arrive on time?
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2.
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City inspectors checked vehicles to see how many parked within the lines at a
parkade. They found that 110 parked on one line, 76 parked on both lines, and 85 parked within the
lines. What is the ratio of vehicles that parked within the lines to those who parked on a
line?
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3.
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A picture frame has a width to length ratio of 8 by 11. If the width of the
photo is 3.0 cm, the length of the photo to the nearest tenth of a centimetre is __________.
a. | 2.2 cm | c. | 24.0 cm | b. | 88.0 cm | d. | 4.1 cm |
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4.
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Solve the proportion.
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5.
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One completely shaded grid represents 100%. What percent does this diagram
represent?
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6.
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Express as a decimal to the nearest hundredth.
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7.
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In a recent survey, 382 students were asked about the type of pets they have.
The results showed that 173 students have dogs, 63 students have cats, 30 students have goldfish, and
the rest do not have pets. Approximately what percent of students do not have pets?
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8.
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A shirt costs $36 and is on sale with 15% off. If the GST is 5% and PST in the
province where the shirt was bought is 5%, what is the total cost for the shirt?
a. | $36.00 | c. | $32.13 | b. | $32.13 | d. | $33.66 |
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9.
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Jasmine borrows $600 and agrees to repay the loan after two months. She agrees
to pay 1.2% interest the first month and 0.9% interest on the new total the second month. How much
will Jasmine pay at the end of two months?
a. | $601.80 | c. | $612.66 | b. | $612.60 | d. | $607.20 |
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10.
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The value of is approximately _________.
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11.
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What is the side length of this square? Round your answer to the nearest tenth
of a centimetre.
a. | 225.0 cm | c. | 30.0 cm | b. | 450.0 cm | d. | 42.4 cm |
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12.
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One leg of a right triangle is 39 cm. The other leg is 78 cm. Approximately how
long must the hypotenuse be?
a. | 61.7 cm | c. | 67.5 cm | b. | 87.2 cm | d. | 117.0 cm |
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13.
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Oliver is making a railing for a staircase. The staircase rises 3.6 m over a
horizontal distance of 4.5 m. How long should the handrail be? Round your answer to the nearest tenth
of a metre.
a. | 2.8 m | c. | 4.0 m | b. | 5.8 m | d. | 8.1 m |
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14.
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Find the surface area of this rectangular prism.
a. | 258 cm2 | c. | 270 cm2 | b. | 135 cm2 | d. | 129
cm2 |
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15.
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To find the surface area of a cube, you must know the dimensions of
__________.
a. | 2 faces | c. | 3 faces | b. | 4 faces | d. | 1 face |
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16.
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How many 1-cm toothpicks do you need to build a net of a cube with side lengths
of 2 cm?
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17.
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The area of one triangular base of an equilateral triangular prism is 20 000
cm . The area of one of its rectangular faces is 6.25 m . What is the total
surface area of the prism in square metres?
a. | 58.75 m2 | c. | 18.50 m2 | b. | 22.75 m2 | d. | 20.75
m2 |
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18.
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A hockey puck has a radius of 3.7 cm and a thickness of 2.6 cm. What is its
surface area, to the nearest square centimetre?
a. | 109 cm | c. | 108 cm | b. | 112 cm | d. | 101 cm |
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19.
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What is the cube root of 512?
a. | 134 217 728 | c. | 24 | b. | 1536 | d. | 8 |
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20.
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Aria calculates the volume of a gift box measuring 35 cm 30 cm 20
cm. Her answer will be expressed in __________.
a. | quadratic centimetres | c. | cubic centimetres | b. | centimetres | d. | square
centimetres |
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21.
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A rectangular garage has a volume of 513 m3, a length of 19 m, and a
width of 6 m. What is the height of the garage?
a. | 13 m | c. | 399 m | b. | 25 m | d. | 4.5 m |
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22.
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A set of 6 congruent storage drawers has a total volume of 99 800
cm 3. The area of the base of each drawer is 1280 cm 2. Determine the height of
each drawer, to the nearest centimetre.
a. | 11 cm | c. | 19 cm | b. | 20 cm | d. | 13 cm |
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23.
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A cylinder has its diameter, d, equal to its height, h. The volume
of the cylinder is 6800 cm 3. Determine the measurement that is closest to the volume
of the biggest sphere that will fit inside the cylinder. Hint: The formula for the
volume of sphere is .
a. | 3400 cm3 | c. | 4530 cm3 | b. | 2270 cm3 | d. | 5100
cm3 |
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24.
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Determine which multiplication statement this diagram represents.
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25.
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When you multiply an odd number of negative integers by an odd number of
positive integers, what type of integer do you always get?
a. | infinite integer | c. | positive integer | b. | negative integer | d. | zero |
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26.
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A parking lot charges cars $3/hour to park. Determine the charge for parking for
six hours.
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27.
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Evaluate –24 ¸ (–3).
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28.
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Determine the result of subtracting 12 from the product of –7 times 6,
dividing the answer by 2, and then subtracting –8.
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29.
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What is the subtraction statement, in lowest terms, represented by the diagram
shown?
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30.
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Determine the result of - , in
lowest terms.
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31.
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What is + , in lowest terms?
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32.
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Express the result of -
+ , in lowest terms.
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33.
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As an improper fraction in lowest terms, what is ?
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34.
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As a fraction in lowest terms, what is ?
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35.
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The total area of Canada is about 9 985 000 km 2. The total area of
Nova Scotia is about of the total area of Canada. What is the area of Nova
Scotia?
a. | 16 641 667 km2 | c. | 599 100
km2 | b. | 1 664 167 km2 | d. | 59 910 km2 |
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36.
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Calculate .
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37.
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If a shaded tile represents a negative variable and a white tile represents a
positive variable, what equation is being modelled by this diagram?
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38.
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For the equation 3x – 4 = 8, which operation should you undo
second?
a. | multiplication | c. | subtraction | b. | addtion | d. | division |
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39.
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Solve the equation –7y + 14 = 35.
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40.
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Thomas has scored 37 points in 9 hockey games this season. His goal for the
season is to score 60 points. Which equation can be used to find the number of points, p, that
Thomas must average in his last six games to reach his goal?
a. | 37 – 6p = 60 | c. | 60 + 6p =
37 | b. | 37p + 6= 60 | d. | 37 + 6p = 60 |
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41.
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Jennie is selling her CD player and 6 CDs. She is selling the CD player and the
CDs for $480.00 altogether. If the CD player costs $300, what is the value of each CD?
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42.
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What is the solution to the equation ?
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Benjamin drives from Vancouver to Nelson. The total distance is 660 km,
which took 7.5 hours to drive. He uses a table to record the data. Time t (h) | Distance d (km) | 1.1 | 94 | 2.1 | 189 | 3.2 | 283 | 4.3 | 377 | 5.4 | 471 | 6.4 | 566 | 7.5 | 660 | | |
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43.
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What equation relates time and distance?
a. | t = 0.011d | c. | t =
88d | b. | t = 8.8d + 1 | d. | t= 8.8d - 1 |
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44.
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Which graph represents the linear relation y = 2x –
5?
a. | Graph C | c. | Graph B | b. | Graph D | d. | Graph A |
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Study this growing pattern of hexagons.
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45.
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What graph shows the relationship between the number of line segments, l,
and the number of hexagons, h?
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46.
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Solve the equation –4y + 16 = 8.
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Rawan is doing a school project where she has to exercise every day of the
week. The table shows how long she exercised each day last week. Day of the Week | Exercise Time (min) | Monday | 27 | Tuesday | 27 | Wednesday | 25 | Thursday | 27 | Friday | 26 | Saturday | 49 | Sunday | 29 | | |
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47.
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What is the range of Rawan’s data set?
a. | 24 min | c. | 20 min | b. | 22 min | d. | 23 min |
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48.
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What is the probability of randomly drawing a red card from all of the diamonds
in a deck of cards?
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49.
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If you spin this spinner 27 times, how many times might you expect it to land on
C?
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50.
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In a board game, you can move any number of spaces up to and including the
number you roll on a six-sided die. What is the probability that you will win on your next roll, if
you are three spaces away from the finish line?
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