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Sam runs a supermarket. He employs his son, Mike, to help him during the school holidays. Mike is paid wages for the work performed. Sam buys a motor bike for Mike for his birthday. The provision of the motor bike: Question 28Select one: a. does not give rise to fringe benefit tax for Sam b. is not assessable income for Mike but gives rise to fringe benefit tax for Sam. c. give rise to a fringe benefit tax for Sam d. is assessable income for Mike

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Life is about obtaining and indulging in pleasure because life is limited and does not by the notion of afterlife

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Electromagnetic waves ALL travel at the speed of light in a vacuum, with a speed of about 300,000 kilometers per second (or 3 x 108 meters per second). What is the wavelength of an electromagnetic wave with a frequency of one billion cycles per second (109 cycles per second)? What kind of light does this wavelength correspond to

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Samantha has always been very hard on herself. Every time something goes wrong or she makes a mistake, she feels bad about herself. This has resulted in her feeling that, overall, she is not a very good person. That means that she likely has _____. low self-esteem a high self-concept of her personality a deficit of androgyny A & C

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he essence of the learning curve is that O as the number of units of output increases, the labor hours per unit increase in a corresponding, observable, linear relationship. O as the number of units of output decreases, the labor hours per unit decline in a corresponding, observable, linear relationship. O as the number of units of output increases, the labor hours per unit decline in a corresponding, observable, nonlinear relationship. O as the number of units of output decreases, the labor hours per unit increase in a corresponding, observable, nonlinear relationship.

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MATLAB MATLAB MATLAB The system function of an LTI system The system function of an LTI system is defined by its frequency response H(e). H(e) = 1 + 1.85 cos(θ) + j + 0.83e/2c Note that the frequency response of the system is the ratio of the output to input. This can be inferred from the duality property between time domain convolution and its equivalent frequency domain multiplication. Y(ejω) = H(ejω) X(ejω) 1. Using freqz with N=512, make plots of the magnitude and phase responses H(ejω) and H(ei) for 0 ≤ ω ≤ π. Specify what type of filter this system represents (i.e. lowpass, highpass, bandpass, etc.). 2. As you know, an LTI system can be characterized by its input-output relationship in addition to its definition using the impulse response denoted by h[n] (discrete time domain representation) or the frequency response denoted by H(ei) or H(ω). [Same notations since both are functions of frequency ω - Frequency domain representation]. Find the input-output relationship of the given LTI system. Make sure to use the equation editor to type your working out. 3. Plot the impulse response h[n] in MATLAB. Hint: To get the impulse response of the system, you have to excite the system with a unit impulse sequence. In other terms, the input excitation x[n] that should be applied to the system is the unit impulse function δ[n]. Accordingly, the output to the system will be the convolution of h[n] with δ[n] and which will result in simply h[n]. Hence, plotting the output y[n] is equivalent to plotting the system impulse response h[n]. Note that there is an alternative method to find the discrete time impulse response h[n] by directly applying inverse Fourier Transform to the frequency response H(e), but this approach is more difficult and requires a lot of algebraic computations.

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Multiple Choice Question 150 The trial balance for Kingbird, Inc. appears as follows: Kingbird, Inc. Trial Balance December 31, 2017 Cash $280 Accounts Receivable 491 Prepaid Insurance 77 Supplies 169 Equipment 3760 Accumulated Depreciation, Equipment $560 Accounts Payable 361 Common Stock 1120 Retained Earnings 1320 Service Revenue 2816 Salaries and Wages Expense 940 Rent Expense 470 $6187 $6187 If service for $165 had been performed but not billed, the adjusting entry to record this would include a: credit to Service Revenue for $165. debit to Unearned Revenue for $165. debit to Service Revenue for $165. credit to Unearned Service Revenue for $165.

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Problem 2: Find the order of growth of the following sums. Use the \(\mathcal{O}(g(n))\) notation with the simplest function g(n) possible. a. $\sum_{i=1}^{n} i^2$ b. $\sum_{i=1}^{n} \sum_{j=1}^{i} (i+j)$ Problems 3, 4, and 5:

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One kilogram of air in a piston-cylinder is at 500 kPa, 450 K. If the surroundings are at 100 kPa, 300 K, determine the Exergy or Available Energy of the air. Then, if the air expands reversible and adiabatically to 100 kPa, what is the useful work that the piston-cylinder can do?

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b) S16.11.02b Given that $\frac{(a^{\frac{1}{3}}b^{-\frac{1}{2}})^3}{a^{-\frac{2}{3}}b^{\frac{1}{2}}} = a^p b^q$, find the value of each of the constants $p$ and $q$.

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