Q: M Page No.: AVUO Date: 6x 16. %3D 26 こ 12x 34 13x7 18X4=-34 %3D メ す
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A: See attached file for a step by step explanation.
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A: To construct ST→ bisects right ∠PSQ
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Q: 10) Translate the following shape by (x, y) → (x-2, y-3); then rotate 90 ccw 中
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A: Given: Triangle ABC has translated 3 units down and to the right 2 units. To determine: The…
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- Suppose the temperature at the point (x, y, z) on the sphere x2 + y2 + ?2 = 16 is T= 800xy2z3 . Locate the lowest and highest temperatures on the sphere.Explain why the dot product of x and y equals the dot product of Px and Py. Then (Px) T (Py) = xTy tells us that pT P = I for any permutation. With x = (1, 2, 3) and y = (1, 4, 2) choose P to show that Px · y is not always x · Py.36// Engineers working in a factory R&D unit are wanted, which is not noticed among their budgets. Accordingly, Mann Whitney U, which is significant in terms of difference between positions at 05 materiality level, is not for you. a) 24 B) 87 NS) 53 D) 76 TO) 16
- Evaluate∮C (x + 3y)dx + ydy where C is the Jordan curve given by thegraphs of y = e^x, y = e^−x and the horizontal line y = e^−1a) By Green’s theoremb) By direct computationConsider the surface S: z = 4 - x2 , in the first octant and limited by x2 + y2 , such and as shown in the following figure. the figure is in the first attached image The area of S, in linear units squared, corresponds to: the answers are in the second attached imageWrite a CNC G-code program to machine the part in the following figure, so that the tip of the tool follows this path: rapid movement to a point above P8, with z=4 . using absolute dimensioning change to tool "4, with a clockwise spindle speed of 2500 rpm, with coolant on and a feed rate of 14 in./min using incremental dimensioning -rapid movement to 4 in. above P1 -rapid movement to lower the tool to be 0.1 in. above the top surface of the part -move the tool to be 0.5 in. below the top at a 14 in./min feed rate -follow the path around the perimeter to points P2 through PI, ending at P1, using the 14in„/min feed rate turn off the spindle and coolant use absolute dimensioning to return to the start point end the program
- 9.3.16. Compute the surface area of the surface obtained by revolving the given curve about the indicated axis. (a) about the x-axis (b) about x = 4 please answer both a and b 1 to t to 2 x=4t, y=sqrt(t^2) but if you can only do one please do bIn Exercises 36–38, find the point on the given curve closest tothe specified point. Recall that if you minimize the square ofthe distance, you have minimized the distance as well. 36. (1, 1) and √x +√y = 237. (0, 0) and xn + yn = 1 for n a positive, odd integer38. (0, 0) and xn + yn = 1 where n > 2 is a positive, evenintegerFind the areas of the regions . 1. Inside the lemniscate r^2 = 6 cos 2u and outside the circle r = sqrt(3) 2. Inside the circle r = 3a cos u and outside the cardioid r = a(1 + cos u), a > 0
- Suppose that the edge lengths x, y, and z of a closed rectangular box are changing at the following rates: dx /dt = 1 m/sec, dy/ dt = -2 m/sec, dz /dt = 1 m/sec. Find the rates at which the box’s (a) volume, (b) surface area, and (c) diagonal length s = 2x2 + y2 + z2 are changing at the instant when x = 4, y = 3, and z =2.for what values of c is the surface $x^3+cxyz+z^3=1$ a smooth submanifold of $R^3$.Given: KL and KM are tangent and secant segments respectively of circle O drawn from exterior point K. KM intersects circle O at N. Prove: (KL)2 = KM x KN Statement Reason m ∠NLK = ½ m LN and m∠LMN = ½ m LN m ∠NLK = m∠LMN ∠NLK ≅ ∠LMN m ∠LNK = m∠NLM + m∠LMN KM x KN = |LK| 2