5. Find the new location of point G; initially at G = [3 0 -1] If, (i) it is rotated by 60deg. about z-axis and then translated by 3 units along y-axis, and (ii) it is first translated by 3 units along y-axis and then rotated by 60deg bout z-axis. Are the two locations same? Check and justify, whether the final position in two cases is same or different.

5. Find the new location of point G; initially at G = [3 0 -1] If, (i) it is rotated by 60deg. about z-axis and then translated by 3 units along y-axis, and (ii) it is first translated by 3 units along y-axis and then rotated by 60deg bout z-axis. Are the two locations same? Check and justify, whether the final position in two cases is same or different.

Precision Machining Technology (MindTap Course List)

2nd Edition

ISBN:9781285444543

Author:Peter J. Hoffman, Eric S. Hopewell, Brian Janes

Publisher:Peter J. Hoffman, Eric S. Hopewell, Brian Janes

Chapter8: Computer Numerical Control

Section8.3: Cnc Turning: Programming

Problem 1RQ: Write the X- and Z-axis coordinates for the part show n. Use the diametral method in the X-axis.

See similar textbooks

Similar questions

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.
3-50 with the following modifications: Change the z-coordinate of point A from +6 ft to +8 ft
Q1 Rotate the box in the figure, about line OA Y clockwise by 30°, then about line OB 3 counterclockwise by 105°. What are the coordinates of point D in the initial frame 2.5 after these rotations? B 1 D 'N
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....
Q Avecar A f Length 10 units.ma Kes an angle of 30 with avector Bof benath 6unuts. Find the wagnitude of the Vector difference A-B and the angle itmakes with vector A- O by the para llelagram method. O by the triangle methad. © bay the rectamqular vesalutien.
O vector A is (Qm) Long ond is 60above the xis Vectar B is (am) Long ond is 60 below the Xaxis Find the vectar sumA+B. O the vector diffexence A-B and 12-A
In a design, a line is constructed by connecting PO(2,2,2) and P1(6,6,11), and point P2(2,3,13) is defined. If point P2 is rotated about the axis POP1 anti clockwise by 60 degrees. Find the coordinate of the point P2 at the new location and verify your result by using SolidWorks. X Xp Z Z₂ 0 P P₂ Y₁ 5 P₁
Question 1 A point P(6,1,2) that is attached to a frame is subjected to the followings sequence of transformations: i. A rotation of 70° about the z-axis, ii. A translation of [4 -7 5], iii. A rotation of 50° about the y-axis. Solve for the coordinate of the point at the conclusions of these transformations.
i need help solving for F ite the force F in Cartesian vector form and determine the direction cosines. Use point C as (1.5, -1, 3)ft. S: lb, 115°, 73°, 149° F-80 lb 311 6 ft
Find the magnitude and direction of resultant R. when A=110N and B=55N, (-2,41 Graphical Solution 1. Use a ruler and protractor, a CAD program, or Geogebra, to carefully draw a neat, labeled, accurately scaled diagram representing the vector addition R=A+Busing the parallelogram rule. 2. Based on your scaled diagram, estimate the magnitude of resultant and its direction of measured from positive x-axis: |R|= 0₂ = |R|= Trigonometric (Exact) Solution 1. Label the three angles inside the triangle A, B, and OR where the subscript is the name of the side opposite. 2. Use law of cosines/sines to find the following values, exactly. 0₁ OB Submit part OR Submit part
5- Express the vector 2i+3j- k in the primed triad i'j'k in which the r'y'- about the z-axis (which coincides with the z'-axis) through an angle of 30°. -axes are rotated
Determine the magnitude of the vector difference V' = V₂-V₁ and the angle 0x which V' makes counterclockwise from the positive x- axis. The angle 8x 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 V₂ = 15 units ex 5 Answers: V' = 3 i Mi V₁ = 23 units --x units