1! (hours) 0 1 3 4 7 8 9
LU) (people) 120 156 176 126 150 80 O
Concert tickets went on sale at noon (at = 0) and were sold out within 9 hours. The number of people waiting in
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WU) (degrees Fahrenheit) 550 57.1 61.8 67.9 51.0
The temperature of water in a tub at time t is modeled by a strictly increasing, mice-differentiable function W,
where W (r) is measu
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Graph of v
A particle moves along the xaxis so that its velocity at time t, for 0 s I S 6, is given by a differentiable
function 1! whose graph is shown above. The velocity is 0 at r = 0, r
Themes for Advanced Placement Calculus 21
@ The Integral are an Accumulation Function
Formulas
F (x) = f f(t) dt F(x) is an accumulation function.
F (x) 2 x) Second Fundamean Theorem of Calculus
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ST 635 HW 2
Yi Qi
The results from SAS and from XLminer are same. In this assignment, I will use the result of
SAS to demonstrate the logistic model. After establishing the model, we need to check the
ST 635 HW 1
Yi Qi
The proportion of the training set and the validation set I used is 60% and 40%, respectively.
After running the software, the model is Y=-1.5955-0.7959Gender+0.0011M0.0779R+0.3377F+
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ST 635 HW Yi Qi
a.
Through comparing two pictures below, there is no much difference between Figure 1 and
Figure 2. I will analyze the results based on the Figure 2.
Before classifying th