Основно съдържание
Math
- The Real Number System
- Quantities
- The Complex Number System
- Vector and Matrix Quantities
- Seeing Structure in Expressions
- Arithmetic with Polynomials and Rational Expressions
- Creating Equations
- Reasoning with Equations and Inequalities
- Interpreting Functions
- Building Functions
- Linear, Quadratic, and Exponential Models
- Interpreting Categorical and Quantitative Data
- Making Inferences and Justifying Conclusions
Arkansas Math
Pre-Calculus: Number and Quantity
Students will use complex numbers and determine how polar and rectangular coordinates are related.
NQ.1.PC.1
Fully covered
- Absolute value of complex numbers
- Absolute value of complex numbers
- Add & subtract complex numbers
- Adding complex numbers
- Complex number absolute value & angle review
- Complex number conjugates
- Complex number conjugates
- Complex number equations: x³=1
- Complex number operations review
- Complex number polar form review
- Complex numbers with the same modulus (absolute value)
- Divide complex numbers
- Dividing complex numbers in polar form
- Dividing complex numbers review
- Graphically add & subtract complex numbers
- Graphically multiply complex numbers
- Intro to complex number conjugates
- Limits using conjugates
- Multiply & divide complex numbers in polar form
- Multiply complex numbers
- Multiplying complex numbers
- Multiplying complex numbers
- Multiplying complex numbers graphically example: -1-i
- Multiplying complex numbers graphically example: -3i
- Multiplying complex numbers in polar form
- Next steps after indeterminate form (finding limits)
- Powers of complex numbers
- Powers of the imaginary unit
- Powers of the imaginary unit
- Powers of the imaginary unit
- Subtracting complex numbers
- Taking and visualizing powers of a complex number
- Visualizing complex number multiplication
- Visualizing complex number powers
NQ.1.PC.2
Fully covered
- Absolute value & angle of complex numbers
- Absolute value of complex numbers
- Angle of complex numbers
- Complex number absolute value & angle review
- Complex number forms review
- Complex numbers from absolute value & angle
- Complex plane and polar form
- Converting a complex number from polar to rectangular form
- Graphically add & subtract complex numbers
- Plot numbers on the complex plane
- Plotting numbers on the complex plane
- Polar & rectangular forms of complex numbers
- Polar & rectangular forms of complex numbers
- The complex plane
NQ.1.PC.3
Fully covered
- Add & subtract complex numbers
- Adding complex numbers
- Complex number conjugates
- Complex number equations: x³=1
- Complex number operations review
- Complex number polar form review
- Distance & midpoint of complex numbers
- Distance of complex numbers
- Dividing complex numbers in polar form
- Graphically add & subtract complex numbers
- Graphically multiply complex numbers
- Intro to complex number conjugates
- Midpoint of complex numbers
- Multiply & divide complex numbers in polar form
- Multiply complex numbers
- Multiplying complex numbers
- Multiplying complex numbers
- Multiplying complex numbers graphically example: -1-i
- Multiplying complex numbers graphically example: -3i
- Multiplying complex numbers in polar form
- Powers of complex numbers
- Powers of the imaginary unit
- Powers of the imaginary unit
- Powers of the imaginary unit
- Subtracting complex numbers
- Taking and visualizing powers of a complex number
- Visualizing complex number multiplication
- Visualizing complex number powers
NQ.1.PC.4
Fully covered
Students will perform operations with vectors and use those skills to solve problems.
NQ.2.PC.1
Fully covered
NQ.2.PC.2
Fully covered
NQ.2.PC.3
Fully covered
NQ.2.PC.4
Not covered
(Content unavailable)
NQ.2.PC.5
Not covered
(Content unavailable)
NQ.2.PC.6
Fully covered