# Calculus 2 : Graphing Vectors

## Example Questions

### Example Question #31 : Parametric, Polar, And Vector Functions

The graph of the vector function can also be represented by the graph of which of the following functions in rectangular form?      Explanation:

We can find the graph of in rectangular form by mapping the parametric coordinates to Cartesian coordinates :  We can now use this value to solve for :  ### Example Question #12 : Graphing Vectors

The graph of the vector function can also be represented by the graph of which of the following functions in rectangular form?      Explanation:

We can find the graph of in rectangular form by mapping the parametric coordinates to Cartesian coordinates :    We can now use this value to solve for : ### Example Question #11 : Graphing Vectors

The graph of the vector function can also be represented by the graph of which of the following functions in rectangular form?      Explanation:

We can find the graph of in rectangular form by mapping the parametric coordinates to Cartesian coordinates :   We can now use this value to solve for :  ### Example Question #12 : Graphing Vectors

In which quadrant does the vector terminate from the origin?     Explanation:

The vector goes units right from the origin and units up, terminating in Quadrant I.

### Example Question #13 : Graphing Vectors

In which quadrant does the vector terminate from the origin?     Explanation:

The vector goes units right from the origin and units down, terminating in Quadrant IV.

### Example Question #14 : Graphing Vectors

In which quadrant does the vector terminate from the origin?     Explanation:

The vector goes units left from the origin and units up, terminating in Quadrant II.

### Example Question #15 : Graphing Vectors

In which quadrant does the vector terminate from the origin?     Explanation:

The vector goes unit left from the origin and units down, terminating in Quadrant III.

### Example Question #12 : Graphing Vectors

In which quadrant does the vector terminate from the origin?

Explanation:

From the origin, the vector goes to the right units and up units, terminating in

### Example Question #13 : Graphing Vectors

In which quadrant does the vector terminate from the origin?

Explanation:

From the origin, the vector goes to the left units and down units, terminating in

### Example Question #14 : Graphing Vectors

In which quadrant does the vector terminate from the origin?

From the origin, the vector goes to the right units and down units, terminating in 