Consider the following.
y1 = x2, y2 = x1/3
(a) Find all points of intersection of the graphs of the two equations.
I found two, which were:
(0,0)
(1,1)
(b) Find the unit tangent vectors to each curve at their points of intersection.
There are 4 answers for this question.
Point A y1 = ±
Point A y2 = ±
Point B y1 = ±
Point B y2 = ±
(c) Find the angles (0° 90°) between the curves at their points of intersection.
There are two answers for this question. One for the smaller x-value and one for the larger x value.
Ten points for best answer and an extra two from me. Please try your best and explain the steps and make it clear, PLEASE. Thank You!
y1 = x2, y2 = x1/3
(a) Find all points of intersection of the graphs of the two equations.
I found two, which were:
(0,0)
(1,1)
(b) Find the unit tangent vectors to each curve at their points of intersection.
There are 4 answers for this question.
Point A y1 = ±
Point A y2 = ±
Point B y1 = ±
Point B y2 = ±
(c) Find the angles (0° 90°) between the curves at their points of intersection.
There are two answers for this question. One for the smaller x-value and one for the larger x value.
Ten points for best answer and an extra two from me. Please try your best and explain the steps and make it clear, PLEASE. Thank You!