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Calculation of Direct Materials and Direct Labor Variance Direct Materials Variance Total Direct Materials Variance Direct Labor Variance Total Direct Labor Variance Using the Alt Lab 101 Data.xlsx file, apply the same steps in Lab 101 to Alternate Lab 10.1, using the following details: LABH will make 5,500 handbags with a standard quantity of leather and clear polyethylene (plastic) per handbag: 20.25 square inches of material @ $0.31 per square inch. Actual quantity of materials for those 5,500 handbags produced was 21.00 square inches of materials @ $0.32 per square inch. The standard labor is 1.00 hour for each handbag with a cost of $7.50 per hour. The actual labor used was 105 hours at $7.75 per hour. Required: 1. Using performance standards for the labor utilized in the manufacture of handbags, calculate the direct labor variances, including rate and efficiency variances. 2. Use conditional formatting to identify favorable and unfavorable variances. Mester the Data Use the Alt Lab 10.1 Data.xlsx dataset Perform the Analysis Alternate Labs - On Your Own don't have step-by-step instruction or video support. Apply your experience from the original lab. If needed, reference the text or eBook for instructions and steps from the original lab. Answer the following questions based on the details provided. 1. What is the labor rate variance? 2. Total Actual Labor Costs less Total Standard Labor Costs are equal to 3. A favorable price variance suggests that actual costs are 4. What is the overall direct labor variance? 5. Leaving all other variables the same, if the standard labor rate for 1 hour were $7.40 per hour, the overall direct labor variance would have been

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Many parents who are anticipating their babies first word often miss them because the babies babble their first word. Question 19 options: True False

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Problem 4 Determine the magnitude of the resultant force and its direction, measured counterclockwise from the positive x axis. y F? = 200 N 45° 30° F? = 150 N x Ans: F<sub>R</sub> = 217 N ? = 87.0°

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Use extraction to find a shared, minimum gate-input cost, multiple-level implementation for the pair of functions given, using AND and OR gates and inverters. m=minterm; d=don't care F (A, B, C, D) = m0+m5+m11+m14+m15+d10 G (A, B, C, D) = m2+m7+m10+m11+m14+d15

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Neuroscientists seem to have identified the primary function for the regions of our brain that were previously considered a "default" network (in other words, a cognitive "screen saver" or "sleep mode"). This default network seems to be focused on what type of thinking? A. Thinking about solving complex logic problems B. Thinking about social relationships C. Thinking about solving food-related problems D. Thinking about how to operate complicated machinery

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If the part shown was manufactured with a diameter of 12.1, how much form tolerance is allowed? Select Answer 0.3 0 0 0 0.2 0 0.1 -0.2 \text{12} \pm \text{0.2} 30 \pm 0.2 (click image to enlarge

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discrete source with the corresponding frequencies. Symbol Symbol Frequency 32 32 32 16 8 4 2 2 A B c D E F G H 3 (a) Design the Huffman code for these messages. The answer should include a coding tree and a table showing the binary code assigned to each message. (b) Calculate the average length L and the entropy H(X) of the code designed in part (a) What do you observe in this particular case about the values of L and H(X)? Can you explain the origin of this result? (c) Calculate the efficiency n = H(X)/L of the code you have designed in part (a)

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ME 628 Homework 1-2 Problem 5.3 Name: Problem 5.3 A ductile AISI 1030 hot-rolled steel bar has a minimum yield strength in tension and compression of 350 MPa. Using the distortion-energy and maximum-shear-stress theories determine the factors of safety for the following plane stress states: a) $\sigma_x$ = 25 ksi, $\sigma_y$ = 15 ksi b) $\sigma_x$ = 15 ksi, $\sigma_y$ = -15 ksi c) $\sigma_x$ = 20 ksi, $\tau_{xy}$ = -10 ksi d) $\sigma_x$ = -12 ksi, $\sigma_y$ = 15 ksi, $\tau_{xy}$ = -9 ksi e) $\sigma_x$ = -24 ksi, $\sigma_y$ = -24 ksi, $\tau_{xy}$ = -15 ksi

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Q1) (4 Marks) The figure shows a 5 turn square loop centered at the origin and its area is 4 m². If B = -Bo (x²+1) cos (wt) $a_z$ and Bo = 100 µWb/m², find the following: a) $V_1$ is equal to $V_2$. (0.5 mark) 1) True 2) False b) Magnetic flux linked in the loop (0.5 mark) c) Find the current $I$ (0.5 mark) d) Find the angular frequency for the induced current to reach a maximum value of -0.444 A (0.5 mark) Answer:

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10. Obtain Norton's equivalent circuit between terminals a -b. 3 3 A 10 ? 16 ? a 10 ? 5? 24 V +1 b

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