Answer:
=-3 Stable
=-1 Instable
=1 Semistable
=2.5 Instable
Step-by-step explanation:
Equilibrium constant solutions (or critical points) occur whenever x′ = f(x) = 0
x′=−(x+3)(x+1)3(x−1)2(x−2.5)=0
=-3
=-1
=1
=2.5
we can see the plot of x′ = f(x) in the figure annexed. In order to analyse the stability of the constant solutions, we must see how the function changes around the constant solutions X's:
(i.) If f(x) < 0 on the left of X, and f(y) > 0 on the right of
X, then the equilibrium solution is unstable.
(ii.) If f(X) > 0 on the left of X, and f(y) < 0 on the right of
X, then the equilibrium solution y = c is stable.
(iii.) If f(x) > 0 on both sides of X, or f(x) < 0 on both
sides of c, then the equilibrium solution y = X is
semistable.
Then:
=-3 Stable
=-1 Instable
=1 Semistable
=2.5 Instable
314 meters because the equation for the area of a circle is A = pi r squared
The two number you multiply are -4x4=-16 then take -16 and add it to 8 and it equals -8.
Answer:
14.4 solved by doing 24(3/5)
Step-by-step explanation:
a ratio can be seen as division
3:5 = 3/5
Answer:
Step-by-step explanation: X1=-8,Y1=1, M=5/6.
Using the formular y-y1=m(x-x1)
y-1=5/6(x-(-8)
=y-1=5/6(x+8)
y-1=5x+8/6
=6(y-1)=5x+8
6y-6=5x+8
6y-5x=8-6
6y-5x=2