3. Explain the difference between absolute and incremental coordinates, and fill the X and Y coordinate value in brackets in following block separately according to the diagram (start point is A and end point is B). 15 Y 7.5 workpiece zero 17.5 OT N100 G90 N100 G91 X G01 X( ) Y( ) F50; G01 X( ) Y( ) F50;

3. Explain the difference between absolute and incremental coordinates, and fill the X and Y coordinate value in brackets in following block separately according to the diagram (start point is A and end point is B). 15 Y 7.5 workpiece zero 17.5 OT N100 G90 N100 G91 X G01 X( ) Y( ) F50; G01 X( ) Y( ) F50;

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

9) A merry-go-round is set up at a local fair. The merry-go-round moves continuously at a rate slow enough for riders to step on and off the ride. The pink horse, P, moves along the circumference of the ride. Hal used a coordinate grid to make a rough sketch of the merry-go-round, with the center at the origin. Initially, P is at P(5,0). It takes 30 seconds for P to return to the same place. What would be the coordinate of P on Hal's sketch after 8.25 minutes? P(5,0)
Question 4 List the steps in details to draw the shape below using AutoCAD commands 190 220 50 -90 - 50 114 81 R80 450 122 -R125 68 65 290 50 290 630
3. Explain the difference between absolute and incremental coordinates, and fill the X and Y coordinate value in brackets in following block separately according to the diagram (start point is A and end point is B). workpiece zero 17.5 N100 G90 G01 X( ) Y() F50; N100 G91 G01 X( ) Y( ) F50; X
do not reject . let other do the solution if u dont know. skip 86 30 ugh hole 16 6 20 Dig 28 18 Dia for the above isometric view , sketch the orthographic view in first angle proiection using catia v5 software. 36
8holes 10 Dia 60 Dia 96 R 42 R 36 42R 16 80 Plate draw the 2D skect of the figure in autocad and give the dimension. 52
Use your matrix number by adding the last three digits to get the value of X on the velocityof plane A. The value of X will then need to be added with the digit of 150 as follows;Example; If your matrix number is AD190251,Velocity of plane A, VA = 150 + X km/hX = (2 + 5 + 1) = 8Therefore, the velocity of plane A, VA = 150 + X, = 150 + 8 = 158 km/h. SO MY LAST THREE DIGITS ARE: 008
Figure out the 2D sketch of bracket using AutoCAD and mention all the dimensions. Colour the hatched lines which are inside the curve 2 holes 22 Dia 46 100R 16 [15R 6 holes 10 Dia 18 R Bracket 09 62 Dia 09 80 Dia
Draw the following shapes using AutoCAD 2017 R15 5 30 R2 30 40
Draft and annotate the 2D sketch of housing using AutoCAD and mention all the dimensions. Colour the hatched lines (blue) which are inside the curve 56 27R 83R 30R 10R 20 22 10R 27R 3 holes 28 Dia 60 Housing 82
The given sketch is a cross section view of "Housing". Sketch the 2D sketch of the below figure using AutoCAD. Note: Color the hatching if there any and mention the dimensions and reference lines 90 les 20 Dia 20 12R 20R 60 14 R 3holes 1 Dia 15R 90 Housing 72
The crank A02 of the following mechanism is rotating at 50 rad/sec in counter clockwise direction. Find the following velocities by creating a velocity diagram in SolidWorks. Submit the SolidWorks file in the below submission link. (All dimensions are in mm) 02A AB BC AC CD BO4 30 50 30 60 100 60 30 В 0204 A 140 02 04 30.00 1) What is the velocity of C? Vc = mm/sec (10 Points) at an angle of degrees (5 Points) 2) What is the velocity of D? và - mm/sec (10 Points) at an angle of degrees (5 Points) 3) What is the velocity of B? Vb = mm/sec (10 Points) at an angle of degrees (5 Points) tre 4) What is the angular velocity of link 3? w3 = ]rad/sec (10 Points) : (5 Points) 5) What is the angular velocity of link 5? w5 = rad/sec (10 Points) * (5 Points)
It's shown in Fig. 1 that the coordinate frame 0₁X₁Y₁Z₁ is oriented at an angle 0 = 30° with respect to 0oXoyozo, and p¹ = []. Find rotation matrices R and R, and show that RR = 1, where I is an identity matrix. F3 49 F4 H ------- % Yo 00, 01 H Q Search F5 p Q cos A 6 F6 8=30° ** F7 & 7 -40 sin 0 PrtScn F8 Home H F9 End F10 PgUp F