-50%
Physics 12 – Energy and Momentum
This unit explores the fundamental concepts of energy and momentum …
What you'll learn
Linear Momentum & Impulse
Conservation of Momentum
Work
Types of Energy
Conservation of Energy
2.6 Collisions
-50%
What you'll learn
Motion in One Dimension
Acceleration as a Vector
Relative Motion
Projectile Motion
Newton’s Laws in 2 Dimensions
The Inclined Plane
String and Pulley Problems
Uniform Circular Motion
-50%
Vectors 12 – Equations of Lines and Planes
The Equations of Lines and Planes in Vectors course focuses …
What you'll learn
Vector and Parametric Equations of a Line in R2
Cartesian Equation of a Line
Vector, Parametric, and Symmetric Equations of a Line in R3
Vector and Parametric Equations of a Plane
The Cartesian Equation of a Plane
-50%
Vectors 12 – Applications of Vectors
Vectors are powerful mathematical tools that find applications in various …
What you'll learn
Vectors as Forces
Vectors as Velocity
The Dot Product of Two Geometric Vectors
The Dot Product of Algebraic Vectors
Scalar and Vector Projections
The Cross Product of Two Vectors
Applications of the Dot Product and Cross Product
-50%
Vectors 12 – Introduction to Vectors
The Introduction to Vectors course offers students an entry-level exploration …
What you'll learn
An Introduction to Vectors
Vector Addition and Subtraction
Multiplication of a Vector by a Scalar
Properties of Vectors
Vectors in R2 and R3
Operations with Algebraic Vectors in R2
Operations With Vectors in R3
-50%
Calculus 12 – Derivatives of Exp. and Trig. Functions
Course Overview: Calculus 12: Derivatives of Exponential and Trigonometric Functions …
What you'll learn
Derivatives of Exponential Function y=e^x
The Derivative of the General Exponential Function y=b^x
The Derivatives of y=sin(x) and y=cos(x)
The Derivative of y=tan(x)
Application of Trigonometric Function
The Derivative of Logarithmic Function
-50%
Calculus 12 – Curve Sketching
The course on Curve Sketching in Calculus provides a concise …
What you'll learn
A Increasing and Decreasing Functions
Critical Points, Local Maxima, and Local Minima
Vertical and Horizontal Asymptotes
Concavity and Points of Inflection
An Algorithm for Curve Sketching
-50%
Calculus 12 – Derivatives
The course on Derivatives in Calculus provides a concise introduction …
What you'll learn
The Derivative Function
The Derivatives of Polynomial Functions
The Product Rule
The Quotient Rule
The Derivatives of Composite Functions
