Let's say we have a one parameter family:
dydt=y2+kdydt=y2+k
I want to find the bifurcation value. What does this mean?
It seems like I need to set dy/dt = 0 and then solve for k, but then I get a negative square root:
0=y2+k0=y2+k
y2=−ky2=−k
y=sqrt(−k)y=sqrt(−k)
or
k=−y2
4,800 and 60 looks to be what you're looking for.
Deuces!
Answer:
8.5pi
Step-by-step explanation:
We can solve this problem with a rule of three.
The area of the whole circle is represented by a sector with central angle of 2*pi. So, if we want to find the area of a sector that has a central angle of 17pi/9, we can use the following logic:
sector of 2pi -> area equal to 9pi
sector of 17pi/9 -> area equal to X
2pi / (17pi/9) = 9pi / X
18 / 17 = 9pi / X
X = 17 * 9pi / 18 = 17pi / 2 = 8.5pi
Answer:
I don't really know I'm just trying to get points!
Step-by-step explanation:
be kind