Numerade

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XY Bank believes the Canadian dollar will appreciate over the next five days from $.48 to $.50. The following annual interest rates apply: Currency Lending Rate Borrowing Rate Dollars 7.10% 7.50% Canadian dollar 6.80% 7.25% XY Bank has the capacity to borrow either Canadian dollar 10 million or $5 million. What will the profit from speculation? Once the expected inflation rates of two countries have been derived from the nominal interest rates as just described, the Purchasing Power Parity theory can be applied to estimate how the expected -------- differential will affect exchange rates. a. inflation rate b. interest rate c. income level d. exchange rate

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$37) \ y = \frac{(x^2 - 8)^{1/3}\sqrt{x^3 + 1}}{x^6 - 7x + 5}$

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Calculate the catalytic efficiency of acetylcholinesterase in the absence of inhibitor, given that the enzyme concentration in the appropriate experiment was 73.4 picomolar. What is the $k_{cat}$ of the enzyme (provide your answer in $M \cdot s^{-1}$)? 1.64 Question 6 2 pts Calculate the catalytic efficiency of acetylcholinesterase in the absence of inhibitor, given that the enzyme concentration in the appropriate experiment was 73.4 picomolar. What is the $k_{cat}/K_M$ of the enzyme (provide your answer in $M^{-1} \cdot s^{-1}$)? 4.54 Vmax(nM/s) KM(nM) no inhibitor 120.5 0.03615 inhibitor-1 72.46 0.051 inhibitor-2 98.04 0.039 Inhibitor-3 37.45 0.049

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IGEOS with STP Problem 2 (3.0 points): The pressure gauge on a 25.0 m³ tank of nitrogen at 20°C reads 12 bar. Estimate the mass of nitrogen of the tank with the IGEOS (1.0 points) Estimate the mass of nitrogen from standard conditions (look at the example in class, Hint: 1kmol occupies 22.415m³) (2.0 points)

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if an elastic band were to constrict the ascending aorta by 50%

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Find the centre, radius, and interval of convergence for the given power series.\\ $\sum_{n=0}^\infty \frac{5^n}{17^n(n+24)^{17}}(3x+7)^n$\\ The centre of convergence is c = $oxed{}$ .\\ (Type an integer or a simplified fraction.)\\ The radius of convergence is R = $oxed{}$ .\\ (Type an integer or a simplified fraction.)\\ The power series converges absolutely for all $x \in \boxed{}$ .\\ (Type an integer or a simplified fraction. Type your answer in interval notation.)

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The random variable X follows a Poisson process with the given value of $\lambda$ and t. Assuming $\lambda = 0.11$ and t = 14, compute the following. (a) P(6) (b) P(X < 6) (c) P(X \ge 6) (d) P(4 \le X \le 6) (e) $\mu_x$ and $\sigma_x$ (a) P(6) \approx (Do not round until the final answer. Then round to four decimal places as needed.)

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987 N ? A runner strikes the ground with an impact force of 987 Newtons at an angle of 57 degrees. Solve for the horizontal and vertical reaction components. Make a sketch if this helps. Mass = 77kg Solve for the Net Horizontal Force, Net Vertical Force, and the Net Resultant Force for the runner. After determining the Net Forces, calculate the angle of impact for the Net Resultant Force vector. This is similar to the problem completed in class. 1987 N ? 57

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Q9:A tensile stress is to be applied along the long axis of a cylindrical brass rod that has diameter of 10 mm. Determine the magnitude of the load required to produce a $2.5 \times 10^{-3}$ mm. change in diameter if the deformation is entirely elastic. ($\nu = 0.43$, $E = 97 \times 10^3$ MPa). Q10: A cylindrical specimen of steel having an original diameter of 12.8 mm is tensile tested to fracture

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Question 10 (4 points) Find and describe the intersection of the following line and plane: $\pi$: $2x + 3y - 4z = -7$ and $\vec{r} = (4, 2, 5) + t(-1, -2, -2)$

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jonathan g.