Kernel: Python 3
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Anohter name for the independent variable of a function is the? argument
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With the following set of points {(50,-55), (-31,-71), (-93,-68), (-51,-89), (64,10), (81,13), (-73,2), (-68,45) } determine the domain and the range?
Remember to use enter answer with {} for a set.
What is the domain of the points? {-93,-73,-68,-51,-31,50,64,81}
What is the range of the points? {-89,-71,-68,-55,2,10,13,45}
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With the following set of points {(-25,51), (6,-85), (8,-81), (-85,-14), (-71,-66), (-76,19), (20,-23), (-22,99) } determine whether this relation is a function? Yes
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Is the equation y^2 = x a function? No
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Apply the difference quotient to -x**2 + 89. -h - 2*x
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With f(x) = x**6 + 59*x**3 + x**2 + 708 and g(x) = 228*x**5 + 741*x**3 + 171*x**2
What is f(x) + g(x)? x**6 + 228*x**5 + 800*x**3 + 172*x**2 + 708
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With f(x) = -42*x**6 + x**4 + x**2 - 504 and g(x) = -240*x**6 - 100*x**4 - 60*x**2
What is f(x) - g(x)? 198*x**6 + 101*x**4 + 61*x**2 - 504
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With f(x) = 27*x**4 and g(x) = 264*x**5 + 198*x**2 + 858*x
What is f(x) * g(x)? 7128*x**9 + 5346*x**6 + 23166*x**5
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With f(x) = 88*x**5 and g(x) = -1020*x**5 - 340*x**3 - 85*x**2 - 255*x
What is f(x)/g(x)? (22*x**5)/(-51*x**5 - 68*x**3 - 17*x**2 - 51*x)
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/projects/fa21bd1f-a12d-4266-9dbd-04fc2b28df01/Quiz2Script.py:1011: RuntimeWarning: invalid value encountered in power
plt.plot(x, (x)**(1/3), 'b')
/projects/fa21bd1f-a12d-4266-9dbd-04fc2b28df01/Quiz2Script.py:1012: RuntimeWarning: invalid value encountered in power
plt.plot(x, (-x)**(1/3), 'b')
Does this graph pass the vertical-line test? Yes
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