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michele aguilar

michele a.

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Question 3 1 pts The velocity of a particle moving along the x axis changes from $v_i$ to $v_f$. For which values of $v_i$ and $v_f$ is the total work done on the particle positive? $v_i = 5m/s, v_f = -2m/s$ $v_i = -2m/s, v_f = -5m/s$ $v_i = -5m/s, v_f = 2m/s$ $v_i = -5m/s, v_f = -2m/s$ $v_i = 5m/s, v_f = 2m/s$

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Packages each having a mass of 2kg are delievred from a conveyer belt to a smooth circular ramp with an initail velocity of 1m/s. The radius of the ramp is 0.5m. Find the angle at which the package leaves the surface of the ramp ds= 0.5dtheta

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Watch the video and then solve the problem given below. Click here to watch the video. Write the following equation in its equivalent exponential form. $2 = \log_b 16$ The exponential form of the equation is

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Calculate the derivative of the following function. y=sin^(5)(cos(8x)) (dy)/(dx)= Calculate the derivative of the following function y=sin5(cos(8x))

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P18.3A (LO 3, 4, 5), AN Jorge Company bottles and distributes B-Lite, a diet soft drink. The beverage is sold for 50 cents per 16-ounce bottle to retailers. For the year 2022, management estimates the following revenues and costs. Sales $1,800,000 Selling expenses-variable $70,000 Direct materials 430,000 Selling expenses-fixed 65,000 Direct labor 360,000 Administrative expenses- Manufacturing overhead- variable 20,000 variable 380,000 Administrative expenses- Manufacturing overhead- fixed 60,000 fixed 280,000 Instructions a. Prepare a CVP income statement for 2022 based on management's estimates. (Show column for total amounts only.) b. Compute the break-even point in (1) units and (2) dollars. c. Compute the contribution margin ratio and the margin of safety ratio. (Round to nearest full percent.) d. Determine the sales dollars required to earn net income of $180,000.

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Give a Turing machine that accepts the set of strings over { a , b } that have more a's than b's.

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Explain how a stronger exchange rate can lead to lower inflation

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Given any countable subset E of (a, b), construct a function f which is monotonic on (a, b), discontinuous at every point of E and at no other point of (a, b). [5]

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G1 13.2 kV T1 T2 Bus 1 Bus 2 Bus 3 Line 1 13.2 kV M1 Y 13.2 kV/66 kV 66 kV/13.2 kV $\Delta/Y$ $\gamma/\Delta$ Line 2 Zg$^0$=j0.03 pu ZM1$^0$=ZM2$^0$=j0.05 pu T3 66 kV/7.2 kV 7.2 kV M2 ZT1$^0$=j0.2 pu ZT2$^0$=j0.2 pu ZT3$^0$=j0.2 pu Zline1$^0$=j1.2 pu Zline2$^0$=j1.2 pu

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M & \vec{L} are shown below. M = 47, & L = 31. Let \vec{R} = \vec{M} - \vec{L}. Determine the components of each vector as well as the magnitude & direction of \vec{R}. For hardcopies of this assignment, you can draw \vec{R} in the blank box below. You are expected to know how to draw vectors and may be asked to do so on a test. Vector M Vector L Vector R M<sub>x</sub> = M<sub>y</sub> = L<sub>x</sub> = L<sub>y</sub> = R<sub>x</sub> = R<sub>y</sub> = \vec{R} = Direction of \vec{R} = from the VERTICAL in quadrant Choose quadrant

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