All Calculus 2 Resources
Example Questions
Example Question #14 : Graphing Vectors
In which quadrant does the vector terminate from the origin?
The vector
goes unit left from the origin and units down, terminating in Quadrant III.
Example Question #15 : Graphing Vectors
In which quadrant does the vector terminate from the origin?
Quadrant IV
Quadrant I
Quadrant II
Quadrant III
Quadrant I
From the origin, the vector goes to the right units and up units, terminating in
Quadrant I.
Example Question #16 : Graphing Vectors
In which quadrant does the vector terminate from the origin?
Quadrant II
Quadrant I
Quadrant IV
Quadrant III
Quadrant III
From the origin, the vector goes to the left units and down units, terminating in
Quadrant III.
Example Question #17 : Graphing Vectors
In which quadrant does the vector terminate from the origin?
Quadrant III
Quadrant I
Quadrant IV
Quadrant II
Quadrant IV
From the origin, the vector goes to the right units and down units, terminating in
Quadrant IV.
Example Question #971 : Calculus Ii
In which quadrant does the vector terminate from the origin?
The vector goes to the right units from the origin and then up units, with terminal point in
Example Question #972 : Calculus Ii
In which quadrant does the vector terminate from the origin?
The vector goes to the right units from the origin and then down units, with terminal point in
Example Question #973 : Calculus Ii
In which quadrant does the vector terminate from the origin?
The resulting vector terminates in
Example Question #981 : Calculus Ii
In which quadrant does the vector terminate from the origin?
The resulting vector terminates in
Example Question #982 : Calculus Ii
In which quadrant does the vector terminate from the origin?
The resulting vector terminates in
Example Question #1 : Derivatives Of Vectors
Given the following vector:
Find the second derivative of .
In order to obtain the second derivative, we will have to differentiate each component twice. We know how to differentiate the following:
.
We also have :
and this gives:
For the constant component , we know that it is derivative is zero.
This gives us the solution that we are looking for: