Vectors Basics 1
Vector Applications
Vector Definition
finding the magnitude of a vector
Analytical Vectors
100

The change in time from the initial time to the final time


What is time interval

100

The net force produced by two forces acting 3 N due East, and 8 N due West

What is 5 N west

100

A measurement that has magnitude and direction


What is vector

100

Find the magnitude of the vector PQ where P = (-3,4) and Q = (-5,2)

What is 2√2

100

The function used to find the measure of an angle if the opposite side and the hypotenuse of a right triangle are known.

What is sine


200

The x component of vector A


What is A cos

200

A girl is walking 200 meters due east and then turns around and walks 30 meters due west.What is the displacement?

What is 170 m East

200

The distance covered


What is magnitude

200

Find the magnitude of the vector RS where R = (-7,5) and S = (-3,2)

What is 5

200

The function used to find the measure of an angle if the adjacent side and the hypotenuse of a right triangle are known.


What is cosine


300

The y component of vector A


What is A sin

300

A dog runs 50 meters due east and then turns around and runs 30 meters due west. What is the total distance? 

What is 80 meters

300

Change in position from initial position to final position 

What is displacement

300

Find the magnitude of the vector TC where T = (7,14) and C= (8,17)

What is √10

300

The magnitude of vector A is


What is A= √Ax^2+Ay^2


400

What is the magnitude of vector A

A =  √Ax2 + Ay2


400

The net force produced by vectors of 10 N due North, 10 N due East, 10 N due West, and 10  due South.

What is 0 N

400

Points from the origin to a particle’s location

What is position vector

400

Find the magnitude of the vector HJ where H = (7,8) and J = (9,11)

What is √13


400

The direction angle of A is 


θ= tan^-1= (Ay/Ax)

500

The name for the vector which represents the sum, or addition, of two or more vectors.




What is the resultant




500

An object is experiencing two perpendicular forces F1 = 50N and F2 = 30N as shown in the diagram. 


What is 58.3 N

500

Points in the direction of motion and has a magnitude equal to the speed

What is the velocity vector

500

Find the magnitude of the vector KW where K= (0,11) and W = (23,2)


What is √610

500

When vectors act perpendicularly and the resultant is drawn, this shape is formed


What is right triangle

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