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Algebra Test 10
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Algebra Test 10
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  • Question 1/30
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    2/7

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    In a lottery, there are 10 prizes and 25 blanks. A lottery is drawn at random. What is the probability of getting a prize?
    Solutions
    2/7
  • Question 2/30
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    174 sq. in.

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    An LCD panel is used for a computer monitor.  When rounded to the nearest inch, the length of the monitor is 16 inches and the width is 12 inches.  Which of these cannot be the area of the monitor?
    Solutions
    174 sq. in.
  • Question 3/30
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    1/2

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    What is the probability the spinner will not stop on red or green?
    Solutions
    1/2
  • Question 4/30
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    15

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    20 - 4 * 2 3 =?
    Solutions
    15
  • Question 5/30
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    b/x

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    If a=b, then a/x ?
    Solutions
    b/x
  • Question 6/30
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    c=5h 5

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    The data in the table show the cost of renting a bicycle by the hour, including a deposit.              Renting a Bicycle Hours (h)       Cost in dollars (c)   2                  15    5                  30    8                  45 If hours, h, were graphed on the horizontal axis and cost, c, were graphed on the vertical axis, what would be the equation of a line that fits the data?
    Solutions
    c=5h 5
  • Question 7/30
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    27

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    Marcy has a total of 100 dimes and quarters. If the total value of the coins is $14.05, how many quarters does she have?
    Solutions
    27
  • Question 8/30
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    91 cm

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    The lenght of a rectangle is 7 times its width. If the perimeter of the rectangle is 208 cm its lenght is ?
    Solutions
    91 cm
  • Question 9/30
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    0

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    If two vectors are orthogonal, then their scalar product is __________.?
  • Question 10/30
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    7

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    11 - n = 4?
    Solutions
    7
  • Question 11/30
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    1/221

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    From a pack of 52 cards, two cards are drawn together at random. What is the probability of both the cards being kings?
    Solutions
    1/221
  • Question 12/30
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    74

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    4
    Solutions
    74
  • Question 13/30
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    -a3 - 4a2 -8

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    Simplify: a
    Solutions
    -a3 - 4a2 -8
  • Question 14/30
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    0.87

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    The licence plates of cars in a particular jurisdiction have three digits ranging from 000 to 999. To pass the time on a long trip, Suzie recorded the last two digits of 20 oncoming cars. What is the probability that at least two of these pairs of numbers match?
    Solutions
    0.87
  • Question 15/30
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    3/7

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    A number X is chosen at random from the numbers -3, -2, -1, 0, 1, 2, 3. What is the probability that |X|<2?
    Solutions
    3/7
  • Question 16/30
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    x/5-2 =5

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    If you could divided Ritu's age (x) by 8 and take away 2 more years, you get 5. The equation used to find Ritu's age is :
    Solutions
    x/5-2 =5
  • Question 17/30
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    y=3x-2

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    Some ordered pairs for a linear function of x are given in the table below.      x         y     1         1      3         7      5        13      7        19 Which of the following equations was used to generate the table above?
    Solutions
    y=3x-2
  • Question 18/30
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    5/12

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    Two dice are tossed. The probability that the total score is a prime number is?
    Solutions
    5/12
  • Question 19/30
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    4

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    19 - n = 15  ?
    Solutions
    4
  • Question 20/30
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    13,15,17

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    The three consecutive odd integers whose sum is 45 are  ?
    Solutions
    13,15,17
  • Question 21/30
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    Lines l and q are perpendicular.

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    The equation of line l is 6x 5 y = 3, and the equation of line q is 5x -6 y =0. Which statement about the two lines is true?
    Solutions
    Lines l and q are perpendicular.
  • Question 22/30
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    7/14

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    A piggybank contains 2 quarters, 3 dimes, 4 nickels, and 5 pennies.  One coin is removed at random.  What is the probability that the coin is a dime or a nickel?
    Solutions
    7/14
  • Question 23/30
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    vector

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    ___________ product is governed by the Right-Hand Screw Rule.?
    Solutions
    vector
  • Question 24/30
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    18x7y

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    Simplify: (9x3)(2x4y)?
    Solutions
    18x7y
  • Question 25/30
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    9

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    If the difference between three times and seven times a number is 36, the number is ?
    Solutions
    9
  • Question 26/30
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    1/25000000

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    The probability of winning the jackpot during an evening of bingo is . What is the probability that the same player will win the jackpot on two consecutive evenings?
    Solutions
    1/25000000
  • Question 27/30
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    -4

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    10–33 5–2(4–8)=?
    Solutions
    -4
  • Question 28/30
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    1/26

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    A card is drawn from a pack of 52 cards. The probability of getting a queen of club or a king of heart is?
    Solutions
    1/26
  • Question 29/30
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    -7

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    7(x - 3) = 2 6(x - 5)?
    Solutions
    -7
  • Question 30/30
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    17

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    A boy gets 3 marks for each correct sum and loses 2 marks for each incorrect sum. He does 24 sums and obtains 37 marks. The number of correct sums were ?
    Solutions
    17
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