Numerade

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Use the principle of inclusion/exclusion to determine how many three digit numbers 100 to 999 are multiples of three, five, or seven. Explain how you used the principles of inclusion/exclusion to answer.

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· Consider and explain the impact of relying on non-scholarly information on your understanding of the topic.

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The starting absorbance for the AAT assay is 0.1. The absorbance following the addition of α-ketoglutarate would be 0.

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Use substitution to solve the system. $2x - 5 = y\ \(5x - 4y = 8$

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Suppose you observe a spot exchange rate of $2.00/£. If interest rates are 8 percent APR in the U.S. and 2 percent APR in the U.K., what is the no-arbitrage 1-year forward rate? Group of answer choices $2.1176/£ $2.1600/£ $2.0588/£ $1.8889/£ $0.4630/£

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Solve the system of linear equations using Cramer's Rule. \begin{cases} -3x + 3y - 6z = 30 \\ -5x + 3y + 2z = 10 \\ 3x - 4y + 5z = -29 \end{cases} Find the determinant D. D = Find the determinant $D_x$. $D_x = $ Find the determinant $D_y$. $D_y = $ Find the determinant $D_z$. $D_z = $ The solution is: $(x, y) = ( ____, ____)$

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Texts: Let R = 1 be the total revenue in dollars from selling the S51 and $72 tickets. Find an equation of b. Use a graphing calculator table to find the values of f(0), f(2000), f(4000), and f(10,000). Describe the various possible total revenues from selling the tickets. How many of each ticket must be sold for the revenue to be $552,000? Simplify your answer.

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Solve the initial value problem below.\\ $3y^{(3)} + 2y'' = 0$, $y(0) = -1$, $y'(0) = 0$, $y''(0) = 1$\ y(x) =

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Solve for the angles of rotation, principal stresses, and maximum shearing stress. The stresses are $\sigma_x = -7$ ksi, $\sigma_y = 14$ ksi, and $\tau_{xy} = 6$ ksi. Plot the Mohr's circle here:

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(Question 4) (Required) UA corporation Import Division imports 100 micro chips from Yale country at Yen 100 per machine (Yen 10,000 in total: contracted at Yen). UA's C.F.O. asks you to hedge importing prices against foreign currency fluctuations. Current spot exchange rate is $1 = Yen 100. and the following is the price of derivatives. UB Country (U.S.A.) Call(Yen 100, K = $1) = $0.05 Put(Yen 100, K = $1) = $0.02 Yale Country(Japan) Call($1, K = Yen 100) = Yen 2 Put($1, K= Yen100) = Yen 2 You have to consider the cost of options !!! A) If UB wants to use Call option, which Call option to buy or sell and net cash-flow at maturity? B) If UB wants to use Put option, which Put option to buy or sell and net cash-flow at maturity? ********Sample Answer******** Buy or Sell UB or Yale $ to receive/pay (Exactly or At least or At most) BUY UB CALL EXACTLY pay $777 (Sample Answer) (Answers) (A)Buy or Sell UB or Yale $ to receive/pay (Exactly or At least or At most) Call Option (B)Buy or Sell UB or Yale $ to receive/pay (Exactly or At least or At most) Put Option 2

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