Particular solutions to the diffential equation
Find a Particular Solutions to the diffential equation y" - y' - 6y = e^3t.
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Determine the absolute maximum value and absolute minimum value, if any, of the function. (If an answer doesn't exist, enter DNE.)
A valid path starts from any square along the left boundary of board, ends at any square along the right boundary of the board, and it can make single moves from one square to an adjacent square (crossing a common edge). The cost of a path is the
We are given n intervals in real line, where the left and the right endpoints of the intervals are stored in the arrays L[1..n] and R[1..n], respectively.
Discuss that the pair M = (S,I) is the matroid, where S is the set of all vertices of T , and I is the family of vertex sets that contain at most half of the vertices from every subtree.
A fifty-year annuity-due is level except for the mth payment. The m-th payment is $3,000 and each of the other payments is $5,000. When calculated using an annual effective interest rate of 4%, the value of the annuity five years after the first p
Bob has two six sided dice. One of dice is fair, but the other is biased as well as shows one of the its faces with probability 1/2 and each of its other faces with the probability of 1/10.
A thirty-year annuity X has annual payments of $1,000 at beginning of each year for twelve years, then annual payments of $2,000 at beginning of each year for eighteen years.
A lottery is organized as follows. Tickets that bear numbers 1, 2, 3, ..., 2013 are placed in the box (there're exactly 2013 tickets). The lottery director repeatedly removes the handful of tickets,
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