8. Find the resultant of the forces: A= 120N, acting 50 degrees to left of the negative y-axis, and B=180N, acting 40 degrees below the positive x-axis, and C= 20N downward.
8. Find the resultant of the forces: A= 120N, acting 50 degrees to left of the negative y-axis, and B=180N, acting 40 degrees below the positive x-axis, and C= 20N downward.
Related questions
Question
Answer number 8
![1. Find the magnitude of B, if B ={-1,2, -2}.
2. Given two vectors A and B. Find the angle between them if A = {2, -3, 4} and
B = {-1,2, -2}.
3. Find the y-component a force, 120N, acting 45 degrees to the right of the
negative y-axis.
4. Find the x-component a force, 150N, acting 60 degrees below the positive x-
axis.
%3D
5. Find the x-component the resultant of two forces: A= 200N, acting 30
degrees to left of the negative y-axis, and B=50N, acting 45 degrees below
the positive x-axis.
6. Find the angle that the tesultant of two forces: A= 150N, acting 60 degrees
to left of the negative y-axis, and B=50N, acting 45 degrees below the
positive x-axis, makes with the x-axis. Clockwise positive.
7. Find the resultant of the forces: A= 150N, acting 30 degrees to left of the
negative y-axis, and B=100N, acting 45 degrees below the positive x-axis,
and C= 50N to the left.
8. Find the resultant of the forces: A= 120N, acting 50 degrees to left of the
negative y-axis, and B=180N, acting 40 degrees below the positive x-axis,
and C= 20N downward.
9. Find the resultant of the forces: A= 100N, acting 30 degrees to left of the
negative y-axis, and B=120N, acting 45 degrees below the positive x-axis,
C= 50N to the left, and D=20N downward.
For numbers 10,11 & 12
Point A (1,0, -1)
Point B (-2,0,1)
Point C (2, -1,0)
10. Given the following points, what is z-component of a 500N force directed
along a line connecting points A to B.
11. Given the following points, what is x-component of a 200N force directed
along a line connecting points A and C.
12. Given the following points, what is resultant of the two forces: a 500N force
directed along a line connecting points A and B & a 200N force directed along
a line connecting points A and C.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcb475538-c7f3-4cf7-adf8-f6f8780d69e6%2F3c61b594-1200-42d3-ab8b-3b71f9f1a9e4%2F207sfr_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Find the magnitude of B, if B ={-1,2, -2}.
2. Given two vectors A and B. Find the angle between them if A = {2, -3, 4} and
B = {-1,2, -2}.
3. Find the y-component a force, 120N, acting 45 degrees to the right of the
negative y-axis.
4. Find the x-component a force, 150N, acting 60 degrees below the positive x-
axis.
%3D
5. Find the x-component the resultant of two forces: A= 200N, acting 30
degrees to left of the negative y-axis, and B=50N, acting 45 degrees below
the positive x-axis.
6. Find the angle that the tesultant of two forces: A= 150N, acting 60 degrees
to left of the negative y-axis, and B=50N, acting 45 degrees below the
positive x-axis, makes with the x-axis. Clockwise positive.
7. Find the resultant of the forces: A= 150N, acting 30 degrees to left of the
negative y-axis, and B=100N, acting 45 degrees below the positive x-axis,
and C= 50N to the left.
8. Find the resultant of the forces: A= 120N, acting 50 degrees to left of the
negative y-axis, and B=180N, acting 40 degrees below the positive x-axis,
and C= 20N downward.
9. Find the resultant of the forces: A= 100N, acting 30 degrees to left of the
negative y-axis, and B=120N, acting 45 degrees below the positive x-axis,
C= 50N to the left, and D=20N downward.
For numbers 10,11 & 12
Point A (1,0, -1)
Point B (-2,0,1)
Point C (2, -1,0)
10. Given the following points, what is z-component of a 500N force directed
along a line connecting points A to B.
11. Given the following points, what is x-component of a 200N force directed
along a line connecting points A and C.
12. Given the following points, what is resultant of the two forces: a 500N force
directed along a line connecting points A and B & a 200N force directed along
a line connecting points A and C.
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