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an object is thrown upward from the top of a 64-foot building with an initial velocity of 48ft per second, which implies that the position function is s = -16t squared + 48t +64 where the time t is measured in seconds.
(a) write the velocity and acceleration functions for the object.
(b) when is the velocity of the object zero?
Let G = UT (n,F) be the set of the upper triangular n x n matrices with entries in a field F with p elements and 1's on the diagonal. The operation in G is matrix multiplication.
Use Method of undetermined coefficient to find a particular solution. Then write the general solution.
A large ladder leans against a house with the base of the ladder 4.5 horizontal feet from the base of the house. If the ladder has a slope of 3.1 feet per foot, at what height does the top of the ladder meet the house? (Round your answer to two de..
The current in a circuit is i = 2.00 cos 100t. Find the voltage across a 100-microfarad(uF) capacitor after 0.200 s, if the initial voltage is Zero (one microfarad(uF)=10 to the power of -6 F).
Computer A can a job in 4 hours. Computer B can do the same job in 2 hours. How long will it take them working together?
Confirm that (C ([a, b]) , II·II infinity ) where II f II infinity= max I f (x) I a
Marginal and conditional density. A tobacco company produces blends of tobacco with each blend containing various proportions of Turkish, domestic and other tobacco.
Rational and Jordan Canonical Forms, Find the rational canonical form and the Jordan canonical form(if possible) for the linear tansformations f: R^3->R^3 given by the matrix
This assignment has questions related to probabiltiy.
Lisa has a basketball court that is 30 feet long and has a perimeter of 106 feet. How wide is the court?
A significant difference in the average amount
Suppose that V is a complex (i.e. F = C) inner-product space. Prove that if N, an element of L(V), is normal and nilpotent, then N = 0.
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