Основно съдържание
Math
Oklahoma Math
Algebra 2 (A2): Numbers & Operations (N)
Find the value of 𝑖^n for any whole number 𝑛.
Simplify, add, subtract, multiply, and divide complex numbers.
- Add & subtract complex numbers
- Adding complex numbers
- Classifying complex numbers
- Complex number conjugates
- Complex number operations review
- Complex number polar form review
- Complex numbers: FAQ
- Divide complex numbers
- Dividing complex numbers
- Dividing complex numbers in polar form
- Dividing complex numbers review
- Graphically add & subtract complex numbers
- Graphically multiply complex numbers
- i as the principal root of -1
- Intro to complex number conjugates
- Multiply & divide complex numbers in polar form
- Multiply 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 the imaginary unit
- Simplify roots of negative numbers
- Simplifying roots of negative numbers
- Subtracting complex numbers
- Visualizing complex number multiplication
Understand and apply the relationship between rational exponents to integer exponents and radicals to solve problems.
- Evaluating fractional exponents
- Evaluating fractional exponents: fractional base
- Evaluating fractional exponents: negative unit-fraction
- Evaluating quotient of fractional exponents
- Exponential equation with rational answer
- Fractional exponents
- Intro to rational exponents
- Properties of exponents (rational exponents)
- Properties of exponents intro (rational exponents)
- Rational exponents challenge
- Rewriting quotient of powers (rational exponents)
- Rewriting roots as rational exponents
- Unit-fraction exponents
Use matrices to organize and represent data. Identify the order (dimension) of a matrix.
- Determine invertible matrices
- Dimensions of identity matrix
- Intro to matrices
- Intro to matrices
- Inverse matrices and matrix equations
- Use matrices to manipulate data
- Use matrices to represent data
- Using matrices to manipulate data: Game show
- Using matrices to manipulate data: Pet store
- Using matrices to represent data: Networks
- Using matrices to represent data: Payoffs
Use addition, subtraction, and scalar multiplication of matrices to solve problems.
- Add & subtract matrices
- Adding & subtracting matrices
- Adding & subtracting matrices
- Defined matrix operations
- Intro to zero matrices
- Matrices: FAQ
- Multiply matrices by scalars
- Multiplying matrices
- Multiplying matrices by scalars
- Multiplying matrices by scalars
- Properties of matrix addition
- Properties of matrix scalar multiplication
- Use matrices to manipulate data
- Using matrices to manipulate data: Game show
- Using matrices to manipulate data: Pet store