Using the coordinates in 1 compute coordinates of a point 500 ft. from both 1 and 2 and northwest of the line from 1 to 2.
coordinates from 1 are Point 1 N = 10123.56 E = 10156.92 Point 2 N = 9905.56 E = 9923.57
Using the coordinates in 1 compute coordinates of a point 500 ft. from both 1 and...
Determine the length, in ft, of straight line AB, where point A has coordinates [N: 20.00 ft, E: 20.00 ft, Z: 10.00 ft] and point B has coordinates of [N: 50.00 ft, E: 60.00 ft, Z: 10.00 ft] Rectangular coordinates N = northing, E easting and Z = elevation.
Compute the Jacobian for the transformation and. Bonus: Find the coordinates for the point in the xy-Plane. 11. (7 pts.) Compute the Jacobian for the transformation x = ue' and y=ue". Bonus: Find the (u, v) coordinates for the point in the xy-Plane (3e, \e).
What is are the coordinates of Point ct 24) 4 pts Y-347.20 x-676.27 Y 321.09 x= 614.02 Using the information given in the curve sketch below, 25) what are the coordinates of Point G? 4 pts N 53' 11.26"Е 457.11 ft 326.81 Y- 1123.91 x= 2309.45 22 30 F (rad. pt) What is are the coordinates of Point ct 24) 4 pts Y-347.20 x-676.27 Y 321.09 x= 614.02 Using the information given in the curve sketch below, 25) what are...
Using Python 3: Create a point p1 of coordinates (0; 0) and un point p2 of coordinates (1; 2). Print out the coordinates of the two points on the same line, by calling toString on the two points. Print the result of applying the method equals on point p1, using p2 as argument. Set the x coordinate of p2 equal to the x coordinate of p1, using the methods setX and getX. Set the y coordinate of p2 equal to...
Q3) using a scale of 1" 40'-0" start at the origin point O Draw a 70 ft. long line at EE40°S to point A From point A draw a 60 ft. long line at EN20°W to point B - Find angles OAB, and OBA - Find length OB Please show all Work Q3) using a scale of 1" 40'-0" start at the origin point O Draw a 70 ft. long line at EE40°S to point A From point A draw...
7. Find the Northing and Easting of Point G (Center of the Cul-de-sac) if the coordinates of B are as follows: N-0.0000 ft E-0.0000 ft 50 pts Round your final answers to .0001 ft 430.00 ft, S 89°59 E 46 41 GRadius, 30.00 ft 200.00 ft K S 89°59 E 30.00 ft 7. Find the Northing and Easting of Point G (Center of the Cul-de-sac) if the coordinates of B are as follows: N-0.0000 ft E-0.0000 ft 50 pts Round...
2 ft Q2) Find the coordinates for the centroid for the plate shown. 1.ft Tat-21- -3 ft
(Using right hand rule if applicable) 5. The weight (500 N) is suspended from point E by a cord. Find the force exerted at point D onto the shaded member BCD by the pin 5 m2.5 m 3 m 2 m
Please answer both questions 1 & 2 900 N Q1) Find the reactions for the shown object. The rod-collar contact area at A is frictionless. 1.5 m -1.5 m 1 m JAS 500 Nm B 2 ft Q2) Find the coordinates for the centroid for the plate shown. 1.ft Hit-20- -3 ft
3. Convert the integral from rectangular coordinates to both cylindrical an spherical coordinates, and evaluate the simplest iterated integral. 1 1-y2 3. Convert the integral from rectangular coordinates to both cylindrical an spherical coordinates, and evaluate the simplest iterated integral. 1 1-y2