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(h) daily \( =5835.45 \) \( 5000\left(1+\frac{6021}{365}\right)^{365 x 5} \) \( =5138 \) \( =58 x .23 \) Which offers the best rate of return? Do you notice any patterns in these numbers? Th daily is the lestrate of letwin. The cumponarng fichench futwe Value mercans Working backwards: 4. After \( \$ 5000 \) is invested in an account that pays interest compounded monthly at a rate of 10 years, the future value is \( \$ 10000 \). What was the interest rate, to the nearest hundredth percent? Answer Key: 1a) Savings bond: \( \$ 1395 \), GIC: \( \$ 1400.91 \), Savings account: \( \$ 1215.09 \). 1b) The GIC is the best investment. 2) (a): \$100.05, (b): \$100.40, (c): \$101.76, (d): \( \$ 123.36 \), (e): \( 23.36 \% \) 3) (a): \$5775, (b): \$5824.56, (c): \$5831.56, (d): \$5834.80, (e): \$5837.56, (f): \$5838.02, (g): \$5838 4) \( 6.95 \% \)

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A periodic interrupt has been programmed to go off every 50ms and is handled by the ISR interrupt_handler(). With a 100 kHz clock, consider the code sequence below that uses the global variable pProcessInterrupt as a flag to tell the main thread to process some data every time the interrupt is triggered. How many times will the main thread read "0" for *pProcessInterrupt before it calls process ()? The initial conditions are *pProcessInterrupt = 0; Assume that when the interrupt returns, the program is set to execute the while (1) (line 1) statement. Hint: Assume the program has been running for a while, and ignore the time before the first interrupt goes off. // Main thread /*Line No.*/ /*01:*/while (1) { // 1 cycle to loop /*02:*/ if (1 == *pProcessInterrupt) { // 1 cycle to check the flag /*03:*/ process(); // 93 cycles to run the processing /*04:*/ *pProcessInterrupt = 0; // 1 cycle to set the flag back to 0 /*05:*/ } // assume 0 cycles for this line /*06:*/} // assume 0 cycles for this line // Assume 1 cycle to transition to the interrupt /*07:*/void interrupt_handler() { /*08:*/ // interrupt takes 2 cycles /*09:*/ *pProcessInterrupt = 1; /*10:*/ *interruptPending = 0; /*11:*/} // Assume 1 cycle to transition back to the main program

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Would ISEs be of interest to the clinical laboratory? What advantages might they offer?

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show that the equation x^3 +2x+2=0 has exactly one real solution

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a washing machine that usually sells for $830 is marked down to $539.50 (a) what is the discount rate? (b) what is the discount?

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Find $y$ as a function of $x$ if \\ $x^2y'' + 2xy' - 12y = 0$, \\ $y(1) = 8$, $y'(1) = 4$. \\ y =

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Required information An East Coast estuary has a tidal period of 24.42 h (the semidiurnal lunar tide) and tidal currents of approximately 200 cm/s. A one-five-hundredth-scale model is constructed with tides driven by a pump and storage apparatus. Determine the period of the model tides. The period of the model tides is ____ min.

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9.(10 Points) The probability of heads of a random coin is an random variable $p$ uniform in the interval (0, 1). (a) Find $P\{0.3 \le p \le 0.7\}$ (b) The coin is tossed 10 times and heads shows 6 times. Find the a posteriori probability that $p$ is between 0.3 and 0.7.

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You have been provided the following data on the securities of three firms and the market: Security E[RI] ?j ?iM ?j Firm A 0.13 .12 ? .90 Firm B 0.16 ? 0.40 1.10 Firm C 0.25 0.24 0.75 ? Market 0.15 0.10 1 1 Risk-free 0.05 0 0 0 Assume the CAPM holds true. a. Fill in the missing values in the table. b. What is your investment recommendation on each asset? Buy or sell? c. Suppose that you are currently holding a portfolio consisting of Firm B only. If you increase your portfolio weight on Firm B by 0.2 (or 20%) and borrow the needed money at the risk-free rate, what will be the new standard deviation of your portfolio?

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a. In case of an downstream sale, write down the double entries (ie. debit & credit) you would make to adjust for unrealized profits BEGINNING inventory. Hint: in your answer, write down the account(s) to debt, and the account(s) to credit b. Explain, In your own words, why are the double entries required for adjusting unrealized profits in BEGINNING inventory i.e. why have you made double entries in (a).

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