All Calculus 2 Resources
Example Questions
Example Question #57 : Parametric, Polar, And Vector
Given and , what is in terms of (rectangular form)?
None of the above
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :
Example Question #58 : Parametric, Polar, And Vector
Given and , what is in terms of (rectangular form)?
None of the answers provided
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :
Example Question #59 : Parametric, Polar, And Vector
Given and , what is in terms of (rectangular form)?
None of the above
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :
Example Question #60 : Parametric, Polar, And Vector
Given and , what is in terms of (rectangular form)?
None of the above
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :
Example Question #61 : Parametric, Polar, And Vector
Given and , what is in terms of (rectangular form)?
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :
Example Question #62 : Parametric
Given and , what is in terms of (rectangular form)?
None of the above
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :
Example Question #61 : Parametric, Polar, And Vector
Convert the following equation from parametric to rectangular form:
To convert from parametric to rectangular form, we must eliminate the parameter from one of the equations:
Now, replace all of the t's in the equation for y with the above term:
Example Question #62 : Parametric, Polar, And Vector
Convert the following parametric equation to rectangular form:
To convert the equation into parametric form, we must eliminate the parameter by finding t in terms of either x or y:
Now, replace all of the t's in the equation for y with the above term:
Example Question #63 : Parametric, Polar, And Vector
Convert the following parametric equation into rectangular form:
To convert from parametric form to rectangular form, we must eliminate the parameter:
To do this we will first get t in terms of x.
Now, replace all of the t's in the equation for y:
Example Question #66 : Parametric, Polar, And Vector
Given and , what is in terms of (rectangular form)?
None of the above
Given and , let's solve both equations for :
Since both equations equal , let's set them equal to each other and solve for :