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Spherical Manufacturing recently spent $12 million to purchase some equipment used in the manufacture of disk drives. This equipment has a CCA rate of 30% and Spherical's marginal corporate tax rate is 36%. a. What are the annual CCA deductions associated with this equipment for the first five years? b. What are the annual CCA tax shields for the first five years? c. What is the present value of the first five CCA tax shields if the appropriate discount rate is 8% per year? d. What is the present value of all the CCA tax shields assuming the equipment is never sold and the appropriate discount rate is 8% per year? e. How might your answer to part (d) change if Spherical anticipates that its marginal corporate tax rate will increase substantially over the next five years? b. What are the annual CCA tax shields for the first five years? The CCA tax shield for year 1 is $ 648000. (Round to the nearest dollar.) The CCA tax shield for year 2 is $ 1101600. (Round to the nearest dollar.) The CCA tax shield for year 3 is $ 771120. (Round to the nearest dollar.) The CCA tax shield for year 4 is $ 539784. (Round to the nearest dollar.) The CCA tax shield for year 5 is $ 377849. (Round to the nearest dollar.) c. What is the present value of the first five CCA tax shields if the appropriate discount rate is 8% per year? The present value of the first five CCA tax shields is $ 2,810,499. (Round to the nearest dollar.) d. What is the present value of all the CCA tax shields assuming the equipment is never sold and the appropriate discount rate is 8% per year? The present value of all the CCA tax shields is $ (Round to the nearest dollar.)

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A company had net cash flows from operations of $123,000, cash flows from financing of $336,000, total cash flows of $509,000, and average total assets of $2,680,000. The cash flow on total assets ratio equals: Multiple Choice 4.6%. 4.8%. 19.0%. 19.6%. 24.2%.

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Question A data set lists the number of reservations requested at a restaurant daily over the past few months. For this data set, the minimum is 1, the first quartile is 11, the median is 13, the third quartile is 16, and the maximum is 17. Construct a box-and-whisker plot that shows the number of reservations. Hint: Start by positioning the median first. Then, position the first and third quartiles. Last, position the minimum and maximum values. Provide your answer below: 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 1

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Question 74 The CPU consists of which two parts? The control unit and cache memory The arithmetic logic unit and the front side bus The control unit and the arithmetic logic unit The control unit and the front side bus

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suppose galileo's pulse rate was 135 beats per minute. what is the distance in feet?

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Problem 6B Both Compensation and Self-Employment Mr. Adrien, Advertising Director of Binah Corporation has the following records for his income from employment and souvenir shop business in 2018: Annual Compensation Income, including 13th Month Pay and Other Benefits of P170,000, but net of mandatory contributions to SSS, Philhealth and HDMF Gross Sales - Souvenir Shop Non-operating Income Cost of Sales Operating Expenses P2,400,000 1,700,000 85,000 700,000 300,000 A. Mr. Adrien opted to be taxed at 8% income tax rate on his gross sales for his income from business. Determine Mr. Adrien's income tax due for 2018? B. Assume that Mr. Adrien did not signify his intention to be taxed at the 8% income tax rate based on gross sales and other non-operating income. Compute for Mr. Adrien's income tax due for the year. C. Mr. Adrien filed his resignation from employment in March 2019. Up to that month, his total compensation income totalled P480,000 inclusive of P80,000 benefits. Assume that his business operations for 2019 were the same as last year. For 2019, he opted for the 8% income tax rate. What will be the total income tax due of Mr. Adrien for the year 2019?

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A wide-sense stationary random process $X(t)$ is Gaussian, has zero mean, and has a power spectral density shown below. $S_x(f)$ 1 0.5 f (Hz) -300 -100 100 300 (a) Find the standard deviation of the random process $X(t)$ (b) The random process $X(t)$ in (a) is passed through an ideal lowpass filter with gain equal to 4.0 and passband extending from -160 Hz to +160 Hz. If $Y(t)$ is the output of the filter, and its mean and plot its power spectral density.

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3) Marilou's garden has 414 sunflower plants. She wants to arrange them in either rows of 3, 6, or 9. Which of these is the possible arrangement of the plants?

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2. The graph of $f(x) = x^2$ is shown below. 9 8 7 6 5 4 3 2 1 0 -1 -2 -5 -4 -3 -2 -1 0 1 2 3 4 5 6 Which of the following is true if $h(x) = 0.5x^2$? F. The graph of $f(x)$ is narrower than $h(x)$. G. The graph of $f(x)$ has a vertex below $h(x)$. H. The graph of $f(x)$ is wider than $h(x)$. J. The graph of $f(x)$ has a vertex higher than $h(x)$.

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Example 1: Suppose you spin the spinner. Tell the number of ways of favorable outcomes using the listing method. a) How many favorable outcomes will it land on 10? There are 0 possible ways of landing on 10. b) How many favorable outcomes will it land on an odd number? There are 5 possible ways (1, 3, 5, 7, and 9) of landing on an odd number. c) How many favorable outcomes will it land on an even number? There are 5 possible ways (2, 4, 6, 8, and 10) of landing on an even number. d) How many favorable outcomes will it land on a number? There are 10 possible ways (1, 2, 3, 4, 5, 6, 7, 8, 9, and 10) of landing on a number.

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james p.