Title: (Canvas- Quiz)G00_Geometry Building Skills
Course: HBUHSD Geometry Resource Course > Section: Unit 0 Multi Unit Review

Q: Measure each angle of to the nearest degree.
A: (a choice with no text)

Q: Classify the triangle by its sides and angles.
.
- right isosceles
- obtuse scalene
- acute scalene
- acute isosceles
A: acute isosceles

Q: Classify the triangle by its sides and angles.
- right isosceles
- obtuse scalene
- acute scalene
- acute isosceles
A: obtuse scalene

Q: Which of the following is a right scalene triangle?
A: (a choice with no text)

Q: Which of the following is an acute isosceles triangle?
A: (a choice with no text)

Q: Complete each statement.

190,000 cm^ =m^
- 190
- 1.9
- 1900
- 0.19
A: 0.19

Q: Complete each statement.

0.77 m =cm
- 770
- 0.077
- 7.7
- 77
A: 77

Q: Complete each statement.

4087 mL =L
- 408.7
- 40.87
- 4.087
- 40,870
A: 4.087

Q: Complete each statement.

24 pt =qt
- 10
- 50
- 12
- 48
A: 12

Q: Complete each statement.

9 ft =in.
- 27
- 36
- 90
- 108
A: 108

Q: Complete each statement.

468 in.^ =ft^
A: (a choice with no text)

Q: Complete each statement.

7 =
- 84
- 1,008
- 12,096
- 247
A: 12,096

Q: 0.44 km^ =m^
- 4.4
- 440
- 0.044
- 440,000
A: 440,000

Q: The lengths of the sides of the triangle are given to the nearest centimeter. Find the range of values for the triangle’s perimeter.
- cm
- cm
- cm
- cm
A: cm

Q: Each measurement is followed by its unit of greatest precision. Find the range of values that each measurement represents.

12.9 m (0.1 m)
- m
- m
- m
- m
A: m

Q: Each measurement is followed by its unit of greatest precision. Find the range of values that each measurement represents.

5 yd^ (yd^)
- yd^
- yd^
- yd^
- yd^
A: yd^

Q: Each measurement is followed by its unit of greatest precision. Find the range of values that each measurement represents.

22 ft (ft)
- ft
- ft
- ft
- ft
A: ft

Q: Find the percent error in calculating the perimeter of the figure.
- 3%
- 7%
- 15%
- 11%
A: 7%

Q: Find the percent error in calculating the area of the figure.
- 45%
- 5%
- 11%
- 28%
A: 11%

Q: Find the percent error in calculating the volume of a box with dimensions .
- 77 %
- 76 %
- 38 %
- 8 %
A: 76 %

Q: Simplify.
- –6.084
- –60.84
- 60.84
- 608.4
A: 60.84

Q: Simplify.
A: (a choice with no text)

Q: Simplify.
- –20
- 100
- –100
- 20
A: 100

Q: Simplify.
- –324
- 324
- –36
- 36
A: 324

Q: Simplify.
A: (a choice with no text)

Q: Simplify.
- 7
- 25
- 98
- 8
A: 7

Q: Solve. Round to the nearest tenth if necessary.
A: (a choice with no text)

Q: Solve. Round to the nearest tenth if necessary.
A: (a choice with no text)

Q: Solve. Round to the nearest tenth if necessary.
- 20
- 14
- 5
- 14.1
A: 14.1

Q: Solve. Round to the nearest tenth if necessary.
- 8.9
- 24.2
- 39.5
- 12.9
A: 8.9

Q: Solve. Round to the nearest tenth if necessary.
- 16
- 8
- 29
- 37
A: 29

Q: Solve. Round to the nearest tenth if necessary.
- 289
- 120
- 17
- 46
A: 17

Q: Evaluate the expression for x = 2 and y = –4.
- 4
- 36
- –4
- 25
A: 4

Q: Evaluate the expression for x = 2 and y = –4.
- –40
- –20
- 40
- 10
A: –40

Q: Evaluate the expression for x = 2 and y = –4.
A: (a choice with no text)

Q: Evaluate the expression for x = 2 and y = –4.
- –4
- –6
- –14
- 14
A: –14

Q: Evaluate the expression for
- –24
- –6
- 24
- 6
A: –6

Q: Evaluate the expression for
- –11
- 5
- –7
- 11
A: 5

Q: Simplify the expression.
A: (a choice with no text)

Q: Simplify the expression.
A: (a choice with no text)

Q: Simplify the expression.
A: (a choice with no text)

Q: Express each ratio in simplest form.
A: (a choice with no text)

Q: Express each ratio in simplest form.
A: (a choice with no text)

Q: Express each ratio in simplest form.
A: (a choice with no text)

Q: Express each ratio in simplest form.
A: (a choice with no text)

Q: Express each ratio in simplest form.

shorter leg : hypotenuse
A: (a choice with no text)

Q: Express each ratio in simplest form.

Write an expression in simplest form for .
A: (a choice with no text)

Q: Express each ratio in simplest form.

12 to 3
- 1 to 4
- 4 to 1
- 2 to 3
- 3 to 2
A: 4 to 1

Q: Simplify each expression.
- –36
- 12
- 36
- –12
A: –36

Q: Simplify each expression.
- 30
- –30
- 31
- –31
A: 31

Q: Simplify each expression.
- –5
- 17
- 5
- –17
A: –5

Q: Solve the equation.
- –8
- 8
A: (a choice with no text)

Q: Solve the equation.
- –27
- 27
A: (a choice with no text)

Q: Solve the equation.
- –6
- 6
A: (a choice with no text)

Q: Solve the equation.
A: (a choice with no text)

Q: Solve the equation.

Name the coordinates of point E.
A: (a choice with no text)

Q: Solve the equation.

Name the coordinates of point S.
A: (a choice with no text)

Q: Graph point .
A: (a choice with no text)

Q: Graph point .
A: (a choice with no text)

Q: In which quadrant or on which axis would you find the point ?
- y-axis
- Quadrant II
- Quadrant I
- Quadrant III
A: Quadrant I

Q: In which quadrant or on which axis would you find the point ?
- Quadrant IV
- x-axis
- Quadrant I
- Quadrant III
A: Quadrant IV

Q: In which quadrant or on which axis would you find the point ?
- y-axis
- x-axis
- Quadrant IV
- Quadrant III
A: y-axis

Q: Solve the equation.

6(y + 6) = 90
- 21
- 9
- 10
- –21
A: 9

Q: Solve the equation.
- –19
- –6
- –1
A: –6

Q: Solve the equation.

56 – 13 + 5g = 78
- 7
- 4
- 9
- –7
A: 7

Q: Solve the equation.
- 255
- 33
- 17
- 289
A: 17

Q: Solve the equation.
- –2
- 1
- 2
- 5
A: 2

Q: Solve the equation.

7x – 7 = 3x + 9
- 4
- 3
- 1
- 6
A: 4

Q: Solve the equation.
- 125
- 240
- 123
- –125
A: 125

Q: Twice a number plus 18 is –16. What is the number?
- 2
- 20
- 1
- –17
A: –17

Q: The average high temperature over a five day period was 74°F. The temperatures for four of the days were 62°F, 77°F, 71°F, and 73°F. What was the high temperature on the fifth day?
- 91
- 89
- 87
- 84
A: 87

Q: The area of a rectangle is . If the length is twice as long as the width, what is the length of the rectangle?
- 14
- 28
- 56
- 784
A: 56

Q: A customer went to a garden shop and bought some potting soil for $17.50 and 8 shrubs. The total bill was $109.50. Write and solve an equation to find the price of each shrub.
- 8p + $17.50 = $109.50; p = $11.50
- 8p + 17.5p = $109.50; p = $4.29
- 8p + $17.50 = $109.50; p = $13.75
- 8(p + $17.50) = $109.50; p = $8.50
A: 8p + $17.50 = $109.50; p = $11.50

Q: Write the percent as a decimal.

73.1%
- 0.00731
- 731
- 7.31
- 0.731
A: 0.731

Q: Write the percent as a decimal.

29%
- 0.29
- 2.9
- 0.0029
- 290
A: 0.29

Q: Write the percent as a decimal.

55%
- 5.5
- 550
- 0.0055
- 0.55
A: 0.55

Q: Simplify.

32% of 214
- 71.9
- 78.75
- 68.48
- 58.21
A: 68.48

Q: Simplify.

81% of 259
- 241.26
- 220.28
- 209.79
- 178.32
A: 209.79

Q: Simplify.

9.2% of 208
- 19.14
- 22.01
- 191.36
- 188.86
A: 19.14

Q: What is 24% of 76? Estimate the answer.
- about 27
- about 19
- about 11
- about 34
A: about 19

Q: What is 67% of 20? Estimate the answer.
- about 11
- about 15
- about 13
- about 17
A: about 13

Q: What is 24% of 276? Estimate the answer.
- about 69
- about 97
- about 124
- about 41
A: about 69

Q: The letters S, E, L, E, C, T, E, D are written on pieces of paper and placed in a hat. You draw one letter at random. Find the probability of each outcome.

P(vowel)
A: (a choice with no text)

Q: The letters S, E, L, E, C, T, E, D are written on pieces of paper and placed in a hat. You draw one letter at random. Find the probability of each outcome.

P(E)
A: (a choice with no text)

Q: The letters S, E, L, E, C, T, E, D are written on pieces of paper and placed in a hat. You draw one letter at random. Find the probability of each outcome.

P(R)
- 1
- 0
A: 0

Q: A coin is tossed four times. What is the probability of getting tails four times in a row?
A: (a choice with no text)

Q: A bowl contains 4 yellow marbles, 5 red marbles, 1 blue marble, and 3 green marbles. Find the probability of the given outcome.

P(yellow)
A: (a choice with no text)

Q: A bowl contains 4 yellow marbles, 5 red marbles, 1 blue marble, and 3 green marbles. Find the probability of the given outcome.

P(blue or red)
A: (a choice with no text)

Q: A bowl contains 4 yellow marbles, 5 red marbles, 1 blue marble, and 3 green marbles. Find the probability of the given outcome.

One yellow marble and two red marbles are removed from the jar. Find P(next marble removed is yellow).
A: (a choice with no text)

Q: You roll a 6-sided number cube. Find the probability of the given outcome.

P(3)
- 0
- 1
A: (a choice with no text)

Q: You roll a 6-sided number cube. Find the probability of the given outcome.

P(greater than 0)
- 1
- 0
A: 1

Q: You roll a 6-sided number cube. Find the probability of the given outcome.

P(0)
- 1
- 0
A: 0

Q: You roll a 6-sided number cube. Find the probability of the given outcome.

P(odd number)
- 1
- 0
A: (a choice with no text)