This video explains how to determine the carrying capacity of a autonomous differential question that models population growth.
variable
(Ex 1.6.102) Determine Any Critical Points and a Limit of an Autonomous Differential Equation: dx/dt=e^(-x)
This video explains how to determine the critical points of an autonomous differential question and find a limit.
(Ex 1.6.101) Create a Phase Diagram for an Autonomous Differential Equation
This video explains how to find the critical points of an autonomous differential equation. Then a phase diagram is created and the critica
l points are classified as stable or unstable. Finally, limits are found.
(1.6) Introduction to Autonomous Differential Equations
This video introduces autonomous differential equations, equilibrium solutions, critical points, and phase diagrams.
SAT Math Prep: Given a Linear Equation in One Variable, Find the Value of an Expression
#shorts This video provided an SAT Math Prep question about how to determine the value of an expression given a linear equation in one variable.
The Geometry of the Solutions to Ax=0 and Ax=b in R3 with 2 Free Variable
This video explore the geometry for the solutions to the homogeneous equation Ax=0 and the nonhomogeneous equation Ax=b in R3 with 2 free variables.
The Geometry of the Solutions to Ax=0 and Ax=b in R3 with 1 Free Variable
This video explore the geometry for the solutions to the homogeneous equation Ax=0 and the nonhomogeneous equation Ax=b in R3 with 1 free variable.
The Geometry of the Solutions to Ax=0 and Ax=b in R2 with 1 Free Variable
This video explore the geometry for the solutions to the homogeneous equation Ax=0 and the nonhomogeneous equation Ax=b in R2 with 1 free variable.
Augmented Matrices: Solve a 3 by 5 Linear System
This video explains how to solve a system of 3 equations with 5 unknowns using an augmented matrix.
Uniform Distribution Notation and Probabilities: By Hand/Desmos
| This video explains uniform random variable notation and how to determine probabilities of a uniform distribution by hand and using Desmos. |
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