Number Nine said:
Number Nine said:Looks fine to me.
How much experience do you have with linear algebra? Consider a rotation matrix; can you think of a way to it use to transform your parabola? Maybe try representing your function parametrically.
To rotate a parabola on a cartesian coordinate system, you will need to use a rotation matrix. This matrix will involve using the cosine and sine of the desired rotation angle. You will also need to translate the parabola to the origin before rotating it, and then translate it back to its original position after the rotation.
Yes, you can rotate a parabola by any angle using the rotation matrix method. However, keep in mind that the shape and position of the parabola will change depending on the angle of rotation.
No, you do not need any special software or tools to rotate a parabola on a cartesian coordinate system. Basic knowledge of algebra and trigonometry is sufficient to perform the rotation using the rotation matrix method.
Yes, you can rotate a parabola on a 3-dimensional coordinate system using the same rotation matrix method. The only difference is that the rotation matrix will involve three dimensions instead of two.
Yes, there are other methods for rotating a parabola, such as using parametric equations or graphing software. However, the rotation matrix method is the most commonly used and efficient method for rotating a parabola on a cartesian coordinate system.