The sum of the two vectors A and B is equal to zero. What can you conclude about A and B?
A) the vectors are equal in magnitude and direction
B) the vectors are equal in magnitude but opposite in direction
C) the vectors are not equal in magnitude nor direction
D) the vectors are not equal in magnitude but are opposite in direction
E) more information is needed
The vectors need to be of equal in magnitude and opposite in direction.
Ans: B) the vectors are equal in magnitude but opposite in direction
The sum of the two vectors A and B is equal to zero. What can you...
You are given two vectors, one pointing in the x direction and the other pointing in the y direction. Is it possible to find a third vector so that the sum of the three vectors is equal to zero? yes yes, but only because the vectors are perpendicular no only if the two vectors have the same magnitude A points in the-X direction with a magnitude of 12, what is the y component of A? Enter an exact number C...
The two vectors a and b in the figure have equal magnitudes of 10.6 m and the angles are ei-34° and 82-10%. Find (a) the x component and (b) the y component of their vector sum ,(e) the magnitude of , and (d) the angle r makes with the positive direction of the x axis. 8, (a) Number Units (b) NumberUnts (c) Number Units (d) Number Units
1. When can the magnitude of two or more vectors add arithmetically to equal the magnitude of the vector sum of the vectors? Or is this never possible?
The two vectors a and b in the figure have equal magnitude of 28 m and the angles are theta1 = 23degree and theta2 = 104degree. Find the x-component of their vector sum r. Find the y-component of their vector sum r. What is the magnitude of their vector sum r? Find the angle that their vector sum r makes with the positive direction of the x-axis.
) The diagram below shows 3 vectors A, B, and C which sum to zero, all of equal length. Which of the equations below is true? a) A+B=B-C b) A-B=2A-C c) A-B=2A+C d) 2A + 2B = 20 The diagram below shows 3 vectors A, B, and C which sum to zero, all of equal length. Which of the equations below is true? a) A+B=B-C b) A-B=2A-C c) A-B=2A+C d) 2A + 2B = 2C
The two vectors a and b in the figure have equal magnitude of 26 m and the angles are θ1=26° and θ2 = 112°. Find the x-component of their vector sum r.Find the y-component of their vector sum r.What is the magnitude of their vector sum r?Find the angle that their vector sum r makes with the positive direction of the x-axis.
The two vectors a and b in the figure have equal magnitude of 26 m and the angles are θ1=21° and θ2 = 97°. Find the x-component of their vector sum r.Find the y-component of their vector sum r.What is the magnitude of their vector sum r?Find the angle that their vector sum r makes with the positive direction of the x-axis.
Let C be the sum of vectors A and B. Vector A is of magnitude 14.0 in the direction 235 degrees (angle in standard position). Vector 11.5 in the direction 295 degrees (angle in standard position). What is the magnitude of C?
The two vectors\(\vec{a}\) and \(\vec{b}\)
in the figure have equal magnitude of 26 m and the angles are θ1=28° and θ2 = 103°. Find the x-component of their vector sum r.Find the y-component of their vector sum r.What is the magnitude of their vector sum r?Find the angle that their vector sum r makes with the positive direction of the x-axis.
Q12. Consider the two vectors shown Complete along vector A is A) equal to zero. B) larger than B C) equal to B. D) smaller than B E) perpendicular to vector B the following statement: The component of vector B equilibrium position, spring constant, k-64 Nm. What will be the imitial speced of the ball when it release from the spring? Q13. In designing a spring loaded cannon, You launch a 1.0 kg ball by compressing a spring 0.15 m...