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1.
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The graph of the equation is a:
A. | Half Line | B. | Half Parabola | C. | Half
Circle | D. | Half Hyperbola | E. | None of the
above |
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2.
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On which interval is the function decreasing?
A. | | B. | | C. | | D. | | E. | None of the
above |
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3.
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The graph of the equation is a:
A. | Line | B. | V - Shape | C. | Two Horizontal
Rays | D. | Half Parabola | E. | None of the
above |
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4.
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Determine the domain of the function in interval
notation.
A. | | B. | | C. | | D. | | E. | None of the
above |
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5.
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The graph of the equation is a:
A. | Half Line | B. | Half Parabola | C. | Half
Circle | D. | Half Hyperbola | E. | None of the
above |
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6.
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The graph of the polynomial function is:
A. | Parts of two parabolas | B. | Parts of three parabolas | C. | Parts of four
parabolas | D. | Parts of five parabolas | E. | None of the
above |
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7.
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The function has a critical
point at:
A. | | B. | | C. | | D. | | E. | None of the
above |
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8.
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Which of the following graphs is a function?
A. |
| B. |
| C. |
| D. | Both B and
C | E. | None of the above |
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9.
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On which interval is the function increasing?
A. | | B. | | C. | | D. | | E. | None of the
above |
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10.
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The graph of the equation is a:
A. | Line | B. | V - Shape | C. | Two Horizontal
Rays | D. | Half Parabola | E. | None of the
above |
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11.
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The graph of the equation is a:
A. | Half Line | B. | Half Parabola | C. | Half
Circle | D. | Half Hyperbola | E. | None of the
above |
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12.
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Determine the range of the function
A. | | B. | | C. | | D. | | E. | None of the
above |
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13.
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On which interval is the function constant?
A. | | B. | | C. | | D. | | E. | None of the
above |
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14.
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In Calculus, the point on the graph of a
nonlinear function where is called a(n):
A. | Critical Point | B. | Inflection Point | C. | Secant | D. | Tangent | E. | None of the
above |
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15.
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The point on the graph of a nonlinear function
where two parts of different parabolas meet is called a(n):
A. | Critical Point | B. | Inflection Point | C. | Secant | D. | Tangent | E. | None of the
above |
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16.
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A segment that intersects the graph of a
nonlinear function at exactly one point but does not pass through the graph is called
a(n):
A. | Critical Point | B. | Inflection Point | C. | Secant | D. | Tangent | E. | None of the
above |
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17.
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A segment that intersects the graph of a
nonlinear function at exactly two points but does not pass through the graph is called
a(n):
A. | Critical Point | B. | Inflection Point | C. | Secant | D. | Tangent | E. | None of the
above |
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18.
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The polynomial function has
a critical point at:
A. | | B. | | C. | | D. | | E. | None of the
above |
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19.
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Which of the following statements, if any, is
true about a critical point in the graph of a function?
A. | The function increases at the critical point | B. | The function
decreases at the critical point | C. | The function either increases or decreases at
the critical point | D. | The function does not increase nor does not
increase at the critical point | E. | None of the
above |
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20.
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Determine the maximum number of critical points
for a polynomial function whose graph is shown below.
A. | | B. | | C. | | D. | | E. | None of the
above |
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21.
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The graph of the function HAS:
A. | One Inflection Point | B. | One Relative Minimum Point | C. | One Relative Maximum
Point | D. | One Relative Minimum Point and One Relative Maximum Point | E. | None of the
above |
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22.
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Determine the maximum number of inflection
points for a polynomial function whose graph is shown below.
A. | | B. | | C. | | D. | | E. | None of the
above |
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23.
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The graph of the function below has exactly:
A. | One Inflection Point | B. | One Critical Point | C. | One Inflection Point
& One Critical Point | D. | Two Critical Points | E. | None of the
above |
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24.
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The derivative of the function is:
A. | | B. | | C. | | D. | | E. | None of the
above |
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25.
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Evaluate:
A. | | B. | | C. | | D. | | E. | None of the
above |
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