2. Find the following derivative y=4x?
3. Find any maximum or minimum values of the function y(x)=1+x/e4x. Use a sign chart or a second derivative test to verify the answer(s) you get is a max or min.
2. Show that the first derivative of the the moment generating
function of the geometric evaluated at 0 gives you the mean.
3. Let X be distributed as a geometric with a probability of
success of 0.10.
a. Give a truncated histogram (obviously you cannot put the
whole sample space on the x-axis of the histogram) of this random
variable.
b. Give F(x)
c. Find the probability it takes 10 or more trials to get the
first success.
d. Here...
(section 11-6; 11-7 in
3rd edition) A windmill with moment of inertia I is not
rotating until a passing eagle grabs on to the top of it with her
talons as she flies by. The "system" of
interest is the eagle plus the blades of the windmill.
Check all the statements that are true. All angular momentum is to
be calculated relative to the center (pivot) of the windmill.
Group of answer choices
There is no angular momentum until the...