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samuel fox

samuel f.

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In Exercises 7-14, a surface S and a vector field vec(F) are given. Compute the flux of vec(F) across S. (If S is not a closed surface, choose vec(n) so that it has a positive z-component, unless otherwise indicated.) 7. S is the plane f(x,y)=3x y on 0<=x<=1,1<=y<=4; vec(F)=(:x^(2),-z,2y:).

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The total (after-tax) cost of a laptop computer is $ 1601.89. The local sales tax rate is 6.9%. What is the retail (pre-tax) price? simplify your answer. Round to the nearest cent as needed.

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The graph and equation of the function f are given. f(x) = 2x$^3$ + 3x$^2$ - 12x + 1 a. Use the graph to find any values at which f has a relative maximum, and use the equation to calculate the relative maximum for each value. b. Use the graph to find any values at which f has a relative minimum, and use the equation to calculate the relative minimum for each value. a. Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. OA. The function f has (a) relative maxima(maximum) at $\boxed{}$ and the relative maxima(maximum) are(is) $\boxed{}$ (Use a comma to separate answers as needed.) OB. The function f has no relative maxima. [-5,5,1] by [-27,27,3]

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\( \int_C \mathbf{F} \cdot d\mathbf{r} \) \\ where \( \mathbf{F} = (2y, 3x) \), and \( C \) is the triangle with vertices \( (1, 0) \), \( (5, 0) \), and \( (3, 6) \).

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For the network shown below, a. Determine I^(and )I_(6). b. Find the voltages V_(1) and V_(5). c. Find the power delivered to the 6kOmega resistor. 3.For the network shown below a.Determine I and I6 b.Find the voltages V and V5 c.Find the power delivered to the 6 k resistor R4 WW 9 kQ Rs WW 6 kQ +V5- VRE RE R3kK R610.4 k 12k0 12k0 E=28V

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Chromite refractories Are bonded with lime and clay (Free from silica) have better thermal fatigue resistance than silica and magnesite refractories. Are resistant to basic slag All (A), (B) and (C)

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What refers to being aware of yourself and tuning out distractions to focus? cognitive processing undue influence mindfulness self of mind

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Adjusting a Dark and Rotated Image Gamma Correction is a common image adjustment technique. Each pixel in an image is raised to a power, gamma, such that $L_{out} = L_{in}$ In this problem you will adjust the brightness using gamma correction and correct the rotation of the Boston Night image. Write a script that converts the \"boston night.JPG\" image to grayscale and performs the following two adjustments: • adjust the intensity using $\gamma = 1/2$ in the above equation • rotate the image 1 degree clockwise while maintaining the same image dimensions Store your final image as uint8 in a variable named imgAdjusted You're encouraged to work in MATLAB to develop your solution before testing it here. Script 1 img = imread("boston night.JPG"); 2 % Enter your code below

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?Moving to the next question prevents changes to this answer. Question 16 The buccinator muscle assists in elevation of the mandible. O True O False ? Moving to the next question prevents changes to this answer.

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A company is launching a new service. The service is expected to reduce sales of two existing services the company offers. We would characterize the expected effect on other services as: Complimentary effect Unintended effect Sales Reduction effect Positive side effect Negative side effect

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