A Caterpillar Ultra High Demolition machine is shown. The distances between points A and Bis 12.5 m, points B and Cis 2.8 m, CandDis 5 m, and Dand E is 2.5 m. Determine the position vectors AB, 7 BC, F CD, and 7 DE , where 7AB is the position vectorfrom point A to point B, and so on. Add these vectors to determine the position vector 7AE.3615B.55°75°yces7AB =(Cř BC = (|)m7 cD =7 DE =(m7AE =([Next >3 Prey.14 of 17

Answered: Image /qna-images/answer/0b6e7ec3-0f38-4a7e-be28-e6856c3f650f.jpg

A Caterpillar Ultra High Demolition machine is shown. The distances between points A and Bis 12.5 m, points B and Cis 2.8 m, Cand Dis 5 m, and D and E is 2.5 m. Determine the position vectors r AB, F BC, CD , and DE, where 7AB is the position vector from point A to point B, and so on. Add these vectors to determine the position vector FAE . 36 150 B 55° 75° y 7AB %3D 7BC 7 cD =(1 m 7 DE =( )m 7AE =(

A Caterpillar Ultra High Demolition machine is shown. The distances between points A and Bis 12.5 m, points B and Cis 2.8 m, Cand Dis 5 m, and D and E is 2.5 m. Determine the position vectors r AB, F BC, CD , and DE, where 7AB is the position vector from point A to point B, and so on. Add these vectors to determine the position vector FAE . 36 150 B 55° 75° y 7AB %3D 7BC 7 cD =(1 m 7 DE =( )m 7AE =(

International Edition---engineering Mechanics: Statics, 4th Edition

4th Edition

ISBN:9781305501607

Author:Andrew Pytel And Jaan Kiusalaas

Publisher:Andrew Pytel And Jaan Kiusalaas

Chapter1: Introduction To Statics

Section: Chapter Questions

Problem 1.74P: It can be show that a plane area may he represented by a vector A=A, where A is the area and ...

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.
Find the resultant of the following vectors: di = 180 km E30° N dz = 120 km W45°N Use the following methods a. Parallelogram Method b. Polygon Method: c. Triangle Method d. Component Method
2. Given the vectors, compute the following: P= i+j+ 2k A. Scalar products 1. Q.S Q = 3i + 4j + 5k B. Vector products 1. PxQ S= 4i + 3j + 2k C. Mixed Triple products 1. Q. (S x P) 2. P. (Qx S) 2. SxP
(b) v = 8.9i+ 4.8j. d. The point A has coordinates (4,1), AB= 9 5 BC= . Find the coordinates of B and the column vector representing CA. 1
A vector B is 10 cm. long and has a direction – sense of 45°. Vector C is 15 cm. long and has a direction sense of 150°, Find the vector sum or resultant magnitude and its direction by; y 1. Mathematical Solution, 2. Graphical Solution. Scale: 1:1 cm. 3. Draw the position of resultant. 1500 e 450
A = 15mdueWest To get from one office to another in a company, a man travels as follows:B=25m, 53° Eastof North C=20mdue East Which of the following is the magnitude and direction of the resultant vector? (A) 27.6 m, 59 degrees N of E B) 29.2 m, 31 degrees E of N 29.2 m, 31 degrees N of E (D) 27.6 m, 59 degrees E of N E) No Answer
if T= 296KN a. What is the rectangular representation of force T. b. What is the moment of T about point 0 (in vector form). c. What is the moment of T about point D (in vector form). d. What is the moment of T about axis CE (in vector form). 1.8 m 2.4 m 2.4 m 3 m 1.8 m 30 B0.3 m. 2.4 m 1.5 m
Given the following vectors: S= 3i-j+ 5k P = 2i + 4j - 6k Q = -7i + 2j + 9k Obtain the following operations: 1. Q x P 4. S.P 7. S. (P x Q) 10. Sx S 2. Sx Q 5. Q. P 8. Q. (Sx P) 11. P.P 3. Px S 6. Q. S 9. P. (Qx S) 12. Q. (Q x Q)
Given the following vectors: S= 3i -j+ 5k P = 2i + 4j - 6k Q = -7i + 2j + 9k Obtain the following operations 1. Q xP 4. S.P 7.S. (Px Q) 10. SxS 2. SxQ 5.Q.P 8.Q. (Sx P) 11. P.P 3. PxS 6. Q.S 9. P. (Q x S) 12.Q. (Qx Q)
2. The three displacement vectors in the drawing have magnitudes of A=6.00m, B=6.5m, and C=4.00m. Find the resultant (magnitude and angle) of the three vectors by means of the component method. Express the angle as an angle above the positive or negative x-axis. X. 20.0° 60.0° +X 10 2
$ Magnitude R= Direction 8 = Three forces act on point : A = 60 N at 135°, B = and C in this diagram to the correct magnitudes and directions. When this has been done correctly the dotted vector will become solid. 50 N at -45° and, C= 75 N at 60° 2. Pick up vectors A, B and C by their tails, and move them into a tip to tail arrangement. When this has been correctly done the resultant R will appear. measured Estimate the magnitude and direction of the resultant Based on this diagram, estimate the magnitude R and direction of the resultant. from the force R using the tip-to-tail method. 1. Move the tips of forces A, B, Submit part Submit part
a) Express F1, F2, and F3 in Cartesian form.b) Find the resultant moment about point A using the scalar method.c) Find the resultant moment about point B using the vector method. Express your answer in Cartesian form