s-Calculate the magnitude of the resultant R F1+F2: N. -Calculate the angle between the vector Rand the positive x-axis deg Calculate the magnitude of the difference D FI F2: N.
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- F= 150 N Time left 0:58:33 30 F2= 200 N 35 0.03 m 20° In the xy coordinate system 17 points - Calculate the magnitude of the resultant R= F1 + F2: N. 2.7 points - Calculate the angle between the vector Rand the positive x-axis: deg 3.7 points - Calculate the magnitude of the difference D F1 - F2: N. 4.7 points - Calculate the coordinates of the position vector r between O and A:r 5.7 points - Calculate the coordinates of the force vector R: R= k 6. 7 points - Calculate the magnitude of the moment around the point O due to the resultant force R:M Nm.The position vector rAB = 150i – 85j + TAB2 k has magnitude equal to 188 m. a) Determine the z-component r48 2 (positive). b) If the coordinates of point A are (25, 50, -20)m, define the coordinates of point B. c) Find the angle in degrees of the vector with the y-axis. d) Express a unit vector parallel to rAB in terms of components.Express Fas a vector in terms of the unit vectors i, j, and k. Determine the angle between F and the positive y-axis. Assume rx = 35 mm, ry = 60 mm, r, = 175 mm, F = 50 N. %3D %3D Dimensions in millimeters No need to attach your solution. use the box to input your answer.
- a. What is the position vector that starts at -50j and ends at 50 j? b. What is the position vector that starts at (-50 i - 20 j +10 k) lb and ends at (50 i + 20 j -10 k) lb c. What is the resultant sum of the moments in Cartesian vector form? Round your entries to the nearest whole number.NT2C-RT13: ADDITION AND SUBTRACTION OF THREE VECTORS II-DIRECTION OF RESULTANT Three vectors, labeled P, C, and R, are shown below. The magnitude of each vector is given in arbitrary In each space provided above, construct a drawing of the resultant of the combination of the vectors P, l, and R, as indicated and then rank the magnitude of the angle that the resultant vector makes with the vector Please explain your reasoningCompute F(s) = and polar form. s(s+2) (s+1)(s+10) strikt when s=2-3j. Express the result both in Cartesian coordinate GLG KEEP KIDS
- Determine the magnitude of the vector difference V' = V2 -2V, and the angle 0, which V' makes counterclockwise from the positive x-axis. The angle 0, will be a positive number between 0 and 360°. Complete both graphical and algebraic solutions. You will have to draw an accurate figure for the graphical solution. y V = 28 unit$ V = 31 units 4 2 29° Answers: %3D V' = i unitsA‚A = r2 = 0.2 m ABo = rị = 0.5 m = 60° Kinematic diagram, the limb dimensions are given below, the drive link in the arm slide mechanism angular position 012 = 600 and the speed of the mechanism is constant 0 12 = as 50 rad /s 012 12 = 50 rad/s are given. Do the following operations respectively. a- Write the Vector Closure Equation and bring it into scalar %3D form. AO b- Find S13, 014 Konum by doing position analysis. c- Analyzing speed S13, 014 S13 Find 014 Bo 012 Aoz hurmuzi is presenting 1. x-y coordinate 2 x'-y'coordinate y' Calculate YF, and F, ustng : 200cos25 20 + 25 200N 45 S0N 20 200sin25 100N sajn ^ Type here to search
- vectorsFor the pipe assembly shown: (a) Determine the magnitudes of the components of F= 600 N acting along and perpendicular to segment ED (FED parallel and FED perpendicular). (b) Define canonically (cartesian vector notation) the vector Fa, as the projected component of vector F along (parallel) to segment BA. 2 m 2 m 2 m 3 m E B F=600 N Submit the outcomes of H02-02 in a logical sequential descending order immediately after the H02- 01 outcomes. Add them to the single PDF file to be submitted, just as if you were submitting a hard- copy. Maximum size of the single PDF file is 10MB.Eight points in the cartesian system are as follow: A(-9, 3), B(-5, 6), C(2, 2), D(5, 6), E(-2, -5), F(-8, 0), G(2, -3), H(9, -3) Draw and label the vectors on a graph. For each vector, determine the components of the related position vector. Determine the magnitude of each vector. Determine the direction of each vector with a horizontal line, and bearing angle....