Algebra | Senioritis

John Rhodes
July 30, 2023
Algebra

Understanding the Equation | y = f(x) + d and its Components in Mathematics

Y=f(x)+d In this equation, we have the variable y as a function of x, denoted by y = f(x), and a constant d In this equation, we...

John Rhodes
July 30, 2023
Algebra

Understanding Horizontal Shift in Mathematics | Exploring the Notation Y = f(x+c)

Y=f(x+c) In mathematics, the notation “Y = f(x+c)” represents a function where the input variable is shifted horizontally by a constant amount c In mathematics, the notation...

John Rhodes
July 30, 2023
Algebra

Understanding mathematical functions | the notation, concept, and applications

Yf(x) The notation “y = f(x)” represents a mathematical function, where “x” is an input value and “y” is the output value The notation “y = f(x)”...

John Rhodes
July 30, 2023
Algebra

Exploring the Effects of Applying a Function to the Negative Value of x | Reflection, Horizontal Shift, and Vertical Transformation

Y=f(-x) The expression Y = f(-x) represents the function f applied to the negative value of x The expression Y = f(-x) represents the function f applied...

John Rhodes
July 30, 2023
Algebra

Understanding Vertical Stretch | Exploring the Effects of Multiplying a Function by a Constant Greater than 1

y=af(x) a>1 In the given equation, y = af(x), where a is a constant greater than 1, we are dealing with a transformation of the function f(x)...

John Rhodes
July 30, 2023
Algebra

Exploring a Mathematical Expression with a Dependent Variable and Subtraction

Y=f(x)-d In this mathematical expression, we have a function Y that depends on the variable x, and then we subtract the value of d In this mathematical...

John Rhodes
July 30, 2023
Algebra

Understanding Horizontal Shifts in Functions | Exploring the Equation Y = f(x – c)

Y=f(x-c) The equation Y = f(x – c) represents a transformation of a function f(x) by a horizontal shift to the right, or positive c units The...

John Rhodes
July 30, 2023
Algebra

Understanding Scaling Factors in Mathematical Transformations

y=af(x), 0