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1 1 Simplify (x – 1) 2
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2 2 Write the expression in radical notation 14 1/2
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3 3 (x 3 /y 6 ) - 1/3
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4 4 3 3/x 3 9/x 2
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5 5 5 3 4x. 3 2 x 2
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6 6 2 12 + 7 3
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7 7 Is 125 a perfect cube ?
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8 8 (4 + 3)(4 - 3)
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9 9 2(z – 1) 2 = 8, What is the value of z ?
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10 y = x + 2 Is the graph shifted 2 units left or right ?
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11 y = 3 x - 1 Is the graph shifted one unit downward ?
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12 Write (2 + 4i)/2 in standard form
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13 Write in imaginary expression - 49
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14 Write the expression in standard form 3i + (2 – 3i) – (1 – 5i)
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15 4x + 4 + x + 1 Simplify
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16 Rationalize the denominator 2/(5 - 7)
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17 Multiply and simplify ( xy - 1)( xy + 2 )
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18 The wing span L of a bird with weight W can sometimes be modeled by L = 27.4W 1/3, where L is in inches and W is in pounds. Calculate the weight of a bird that has a wing spanof 30 inches
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19 If a parabola is symmetric with respect to the y-axis, the y-axis is called the ____
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20 If y = ax 2 + bx + c, the x- coordinate of the vertex is given by x =
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21 Find the vertex of the parabola f(x) = x 2 - 4x – 2. What is axis of symmetry ?
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22 Identify the vertex of parabola f(x) = 5 - x 2
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23 Using square root property, solve the equation 3x 2 = 1/3
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24 Solve the equation using quadratic formula 5x 2 + 1 = 5x
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25 Solve x(x – 8) = 5
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26 2 x 2 - 3x + 1 = 0, How many solutions are there ? Evaluate discriminant
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27 Solve the equation and write complex solution in standard form. 2x 2 + 8 = 0
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28 Hotel rooms cost $ 90- per night. A group rate the management reduced the cost of a room by $3 for every room rented. Write the formula f(x) from renting x rooms that gives the revenue at the group rate. How many rooms should be rented to maximize revenue
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29 What is quadratic formula used for ?
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30 Write the complex expression in standard form (3 + i)/ (1 – i)
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1 1 x - 1
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2 2 14
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3 3 y 2 /x
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4 4 3/x
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5 5 10x
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6 6 11 3
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7 7 Yes
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8 8 13
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9 9 3, -1
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10 Shifted 2 unit left
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11 Yes
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12 1 + 2i
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13 7 i
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14 1 + 5i
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15 3 x + 1
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16 (5 + 7) / 9
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17 xy + xy - 2
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18 1.31 pounds
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19 Axis of symmetry
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20 - b/2a
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21 (2, - 6); x = 2
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22 (0, 5)
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23 + 1/3, - 1/3
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24 (5 + 5)/10, (5 - 5)/10
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25 (4 + 21), (4 - 21)
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26 Two solutions; Discriminant = 1
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27 + 2i, - 2i
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28 x(90 – x); 15 rooms
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29 To solve the equation
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30 1 + 2i
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