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tamara casey

tamara c.

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2 0.5 points The serving size on the Nutrition Facts panel of a packaged food is always the entire package. True False

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Given: The address port of a memory is A3:0 and the read data port is RD7:0. What size is the memory?

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5. Consider the differential equation $y' = x - 2y^2$, $y(0) = 5$. a. Apply Euler's method with $h = 0.1$ three times to approximate the solution to three decimal places. Algorithm: $x_{n+1} = x_n + h$ $y_{n+1} = y_n + hf(x_n, y_n)$ b. Apply the improved Euler's method with $h = 0.1$ three times to approximate the solution to three decimal places. $x_{n+1} = x_n + h$ $k_1 = f(x_n, y_n)$ Algorithm: $u_{n+1} = y_n + hk_1$ $k_2 = f(x_{n+1}, u_{n+1})$ $y_{n+1} = y_n + \frac{h}{2}(k_1 + k_2)$

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State the restrictions and then simplify: \frac{3y^2}{6y^3} Restrictions: y\neq Simplify:

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6) List all the students who live in the same zip code as the instructor Tom Wojick. Show first_name, last_name, street_address, and zip in your results. NOTE: This is Apex SQL. There are 2 scripts that go with it. I don't know how to attach them. If you reply back and tell me how to, I can. I just need the code and preferably a screenshot of it executed.

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A toaster is rated at 0.69 kW when connected to a 120 V source. (a) What current (in A) does the toaster carry? A (b) What is its resistance (in $\Omega$)? $\Omega$

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Find the slope of the tangent line to the curve defined by $4x^3 - 9xy - 8y^3 = -338$ at the point $(2, -3)$. \\ The slope of the curve at the point $(2, -3)$ is

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Mylerid-m Q5: (Transfer function 25 pts): (a) Explain qualitatively if the active filter below is a low-pass of high-pass filter? Derive the analytical expression for the transfer function T(s) =Vo/Voft Vo/V of the filter? V RIC R2 ?? (b) Depending on your answer to part (a), put the transfer function in the form of a low pass filter, i.e., T(s) = K/[1+] \frac{s}{\omega_0} ] or in the form of a high pass filter, i.e., \omega_0 K T(s) = \frac{s}{[s + \omega_0]} Derive analytical expressions for the parameter K and 3dB break angular frequency of the filter in terms of a combination of the capacitance C and the resistors R, and R2. (c) Select values of the capacitance C and the resistors R, and R? so that K = 0.5 and the 3dB angular frequency wo is Ikrad/s.

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Hands-on (write program for this): A hardware store sells items and has two types of items big Item and small item. For each item, big or small, they keep item number which is integer and price of type double. For big items they also keep weight which is integer (used to calculate shipping cost). For small items they also keep item length. You need to write a method to calculate the shipping cost for each item. For small item it is calculated as 10% of the price plus 5 if the length exceeds 10. For big items, shipping is 10% of the price plus 5% of the weight. If a big item has weight of 40 and price 100 then shipping will be $0.10 \times 100 + 0.05 \times 40 = 10 + 2 = 12$. The application (driver class) creates 6 items (3 big and 3 small) with different prices, weights and lengths. The 6 items are stored in an array. The program uses loop to print the item number, item price, and shipping cost. You need to use inheritance and abstract class. {Note,; you may call the driver class ItemTest}

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5. The escalator steps move with a constant speed of 0.6 m/s. If the steps are 125 mm high and 250 mm in length, determine (a) the power of motor needed to lift an average mass of 150 kg per step. Then, if the escalator is not moving, determine (b) the constant speed at which a man having a mass of 75 kg must walk up steps to generate 250 W of power - the same amount that is needed to power a standard light bulb. Note: there are 32 steps.

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