 |
|
| Browse | Ask | Answer | Search | Join/Login |
|
|
||||
|
Find the equations of two surfaces in 3d who interesect the space curve C?
I think I am going insane. I have a space curve given by r(t)=<[t,2sin(t), t^2 4sin(t)]> I am trying to find two planes (any planes whoms intersection is the space curve r(t)). Where do I even begin? Ack!
|
||||
Check out some similar questions!
Using parametric equations to produce one curve (written as x = x(t) and y= y(t)
[ 0 Answers ]
that has the following characteristics: At t=0, the curve starts at the point (-4,4), travels to (3,-1) along an interesting non linear path, and returns to (-4,4) along a curved path that is a reflection of the path from (-4,4) to (3,-1) across the line through (-4,4) and (3,-1). Describe...
What is the name of the quadratic curve used to find optimal price?
[ 3 Answers ]
What is the name of the quadratic curve used to find optimal price? Does that optimal pricing curve have a special name?
Curve Equations
[ 1 Answers ]
Hey guys I just want to check my homework to your answers ;) so yeah I've put the questions on here and the amount of marks please show me what you get as these two questions I have struggled on for the past hour. 3. A curve has equation y= x^3 – 4x + 7 a) Find the gradient function of the...
View more questions Search
| Question Tools | Search this Question |
Add your answer here.
|
