Numerade

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Alright, let's calculate G(t)=1−cos⁡(5t−5)(t−1)2 at the values of tt you gave, with six decimal places accuracy.

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The diameter of the uranium atom is about the same as that of a hydrogen atom. What does that imply about the structure of the atom? Electron orbits occupy similar amounts of space in different atoms. The nucleus is larger than the electron orbits. O Electron orbits pass through the nucleus. O Electron orbits occupy an amount space equal to that occupied by the nucleus of the atom.

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f(t) 1 0 1 2 3 4 t Fig 8 c) Determine the Laplace transform of a train of impulses Fig 8 c)

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According to the principle of guided participation, cognitive growth results from application of operant conditioning biological maturation independent learning interactions with skilled individuals

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As the managers of the restaurant, the approach to this analysis is 'What should we do to better the outcomes and eliminate unnecessary costs?' " What items should be elimanate and what items should be changed?" #6: ABC ME Analysis ABC ITEM ITEM MENU MENU FOOD PRICE OP GO0TS REVENUES COST 7.63 8.95 1.32 1,747.27 2,049.55 8.75 11.70 2.95 1,750.00 2,340.00 8.75 11.70 2.95 253.75 339.30 7.64 8.75 1.11 764.00 875.00 8.38 11.50 3.12 1,257.00 1,725.00 8.38 11.50 3.12 469.28 644.00 7.97 10.75 2.78 4,694.33 6,331.75 8.45 9.95 1.50 2,535.00 2,985.00 8.24 9.95 1.71 2,134.16 2,577.05 8.00 9.95 1.95 984.00 1,223.85 7.08 7.95 0.87 1,904.52 2,138.55 8.10 9.95 1.85 777.60 955.20 7.22 7.95 0.73 1,458.44 1,605.90 8.49 9.75 1.26 4,423.29 5,079.75 8.86 10.50 1.64 2,746.60 3,255.00 8.45 10.95 2.50 1,377.35 1,784.85 8.93 11.50 2.57 937.65 1,207.50 8.79 10.95 2.16 553.77 689.85 8.23 9.75 1.52 551.41 653.25 7.97 9.95 1.98 518.05 646.75 $31,837.47 $39,107.10 # SOLD (MM) 229 200 29 100 150 56 589 300 259 123 269 96 202 521 310 163 105 63 67 65 3,896 MENU MIX % (MM%) 5.88% 5.13% 0.74% 2.57% 3.85% 1.44% 15.12% 7.70% 6.65% 3.16% 6.90% 2.46% 5.18% 13.37% 7.96% 4.18% 2.70% 1.62% 1.72% 1.67% 100.0% MENU OP 302.28 590.00 85.55 111.00 468.00 174.72 1,637.42 450.00 442.89 239.85 234.03 177.60 147.46 656.46 508.40 407.50 269.85 136.08 101.84 128.70 $7,269.63 MM OP % CAT. CAT. H L H H L H L L H H 1 H H H H L H L L H H L L L H L H L H L H H L H L H L L 1 H MENU ITEM PF CLASS PLOW 0.83 STAR 1.62 ?? 0.24 DOG 0.31 STAR 1.29 ?? 0.48 STAR 4.50 PLOW 1.24 PLOW 1.22 ?? 0.66 PLOW 0.64 DOG 0.49 PLOW 0.41 PLOW 1.81 PLOW 1.40 STAR 1.12 ?? 0.74 ?? 0.37 DOG 0.28 ?? 0.35 1.00 MENU ITEM Chopped Salad Chopped Salad w Chicken Chopped Salad w Tuna Arugula Pear Salad Arugula w Chicken Arugula w Tuna Cobb Salad Chicken Caesar Wrap BBQ Chicken Wrap Chicken Tender Wrap Cheeseburger Chicken Mushroom Burger Grilled Garden Burger Smoked Turkey & Avocado 440 Sandwich Turkey Club Signature Pasta Angel Hair Bolognese Traditional Tomato Basil Mac & Cheese + Ave. MM% 3.50% Ave OP $ $1.87 Food Cost % 81.41% #7: CM & ABC Analysis + Management Recommendations Compare the results from the CM and ABC analyses and make management recommendations according to the ABC ME analysis First things first = eliminate the Dog class menu items look at the PlowHorses and pay attention to the ones that rank lower in PF than others REMEMBER: when it comes to menu engineering, 0.9 to 1.1 is the best PF ranges Stars we WANT to keep; those are doing well, selling wise and profit wise the only one to look at is Cobb Salad because of the PF of 4.50 on the ABC and 3.36 on CM Puzzles are similar cases to Plowhorses in a sense that if the PF is not close to the range that is ideal, what is the best way to fix that in many cases, we don't want to raise the price, however, we also don't want to lower the prices either looking at the current menu item prices, they seem reasonable, if not a bit

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Communications satellites are placed in orbits so that they always remain above the same point of the earth's surface. What is its angular velocity?

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7.6.1: Matrix representation. Jump to level 1 Let $T : \mathbb{R}^2 \to \mathbb{R}^2$ be defined by $T\begin{pmatrix} x_1 \\ x_2 \end{pmatrix} = \begin{pmatrix} x_1 \\ x_1 - x_2 \end{pmatrix}$. Let $B = \left\{ u_1 = \begin{bmatrix} -2 \\ -4 \end{bmatrix}, u_2 = \begin{bmatrix} 1 \\ 6 \end{bmatrix} \right\}$ and $C = \left\{ v_1 = \begin{bmatrix} 1 \\ 2 \end{bmatrix}, v_2 = \begin{bmatrix} 0 \\ 1 \end{bmatrix} \right\}$. Find $[T]_B^C$, the matrix representation of $T$ with respect to the bases $B$ and $C$. $[T]_B^C = \begin{bmatrix} \text{Ex: 5} & \\ & \end{bmatrix}$

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The element of the project charter that details the end result or mission of the project is called the Quality Statement Organizational Breakdown Structure Project Scope Work Breakdown Structure. Question 19 The three elements or trade-offs in the project scope are Ideation, Development, and Prototyping Quality, Cost, and Time Quality, Cost, and Network Technicals, Cost, Speed 4 pts

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Let A = âˆ«f(t)dt, with f as in the following figure. 10 12 a Determine the intervals on which A is decreasing. b Determine the values r where A has a local minimum. c Determine the x-coordinates of the inflection points of A. d Determine the intervals where A(x) is concave up. 3. A function f is graphed below. Let g = âˆ«f(t)dt. Decide whether the statements about g are true or false. # 3 45. 4 5 2 . 8 9 0 Q W E R T Y U 0 A S D F G H r K

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1 Draw the spectrum of below signals! (a) g(t) 10 [28p] 5 2 4 6 8 10 12 t, ms (b) m(t) 2 1 -1 1 t, s

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emily m.