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Question: (a) Use a computer algebra system to find the second derivative of g(x) = e-ax2 with respect to x.
(b) Graph g(x) and g"(x) on the same axes for a = 1, 2, 3 and describe the relation between the two graphs.
(c) Explain your answer to part (b) in terms of concavity.
What annual nominal rate of interest compounded monthly has the same annual percentage yield as 3% compounded continuously? (Give a formula with numbers plugged in, then use a calculator to get a decimal approximation to 2 decimal places.)
prove the measure of the exterior angle of a triangle is greater than or equal to the sum of the two measures of the
a small bakery starting out they have a 80000 family loan and 38250 business loan from bank all repaind in 10 yrs, what is the integer that represents the total.
The distance from New York City to Mumbai is about how many times the length of a New York City north to south block
Assuming an annual 15 percent turnover level of in store workers and a 30 percent turnover level of online focused employees determine hr supply estimate over the next three years.
Find the B-coordinate vector of x.
these questions pertain to graphs and trees as they relate to mathematics in computing. the first section is all
A tree is 28m tall stands at the top of a hill. From the distance of 150m down the hill, we measure the angle formed between the top and the base of the tree to be 10 degrees. Find the angle of inclination of the hill.
A is the event that a prime number comes up, B is the event that a number divisible by three comes up, C is the event that a perfect square number comes up. Find the sample space S, find complementary events, mutually exclusive events.
Associates are paid $7.00 per hour for a 40-hour work week. Overtime is paid at 1½ times the normal hourly rate. If Charlie works a 45 hour week, approximately how much money will he earn?
A cubic polynomial function f is defined by f(x)= 4x^3+ab^2+bx+k where a, b, k, are constants. The function f has a local minimum at x=-2A. Fine the vales of a and b
A Ferris wheel 24.0 m in diameter rotates once every 15.5 s. What is the ratio of a person's apparent weight to her real weight (a) at the top, and (b) at the bottom
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