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another question on the exam review that i have no idea how to do for the exam tomorrow!!
a 25 year old can purchase a one year life insurance policy for 10000 at a cost of 100 past history indicates that the probability of a person dying at age 25 is 0.0015 determine the companys expected gain per policy?
Why is differentiation not a linear transformation from V to V? What is the image of V under the operation of taking the second derivative?
Assume that f(z) is analytic at the origin and f(0) = first derivative of f at 0 = 0. Prove that f(z) can be written in the form f(z) = [z^2]g(z), where g(z) is analytic at z = 0.
What is the line of symmetry? Graph the function using the equation in part a. Explain why it is not necessary to plot points to graph when using y = a (x - h)2 + k.
Let (a_n) evaluated from n=M to infinity be a sequence of real numbers. Then the limit lim as n-->infinity of a_n exists and is equal to zero if and only if the limit lim as n-->infinity of the absolute value of a_n exists and is equal to zero.
a thunderstorm produced 114 lightning strikes in 1 and 1/2 hours. what was the unit rate if lightning strikes?
write the related multiplication or division sentence. draw a quik picture that shows the sentence.
V3(R) represents the set of vectors in 3D space. What kind of geometrical objects are represented by the various subspaces of V3(R)?
Calculating the local maximum and minimum.
evaluate approximately the ratio of the mass of the sun to that of the earth. lunar month 27.3 days, mean radii of the earth's orbit 149000000 km and that of moon's orbit 380000 km.
Conditions for Linear transformation. This chapter starts as follows rotations about the origin and all reflections in lines through the origin can be expressed as functions with rules of the form
A rect. prism has a length of (l), a width of (w), and a height of 1. Volume of the rect prism is 24cm3. Use your knowledge of volume and surface area to derive a function F(W) that represents the surface area of the rect. prism in terms of its wi..
Hypothesis test for single mean
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