Unit 2 Exponential and Logarithmic Equations Assignment

This assignment includes 4 tasks. (Attached)

Please complete ALL questions.
I have attached the requirements too.

Typing the assignment:
Using the proper form, giving word answers for word questions, using full sentences, and using correct grammar are all worth communication marks. Make sure to type your solutions vertically down the left-hand side of the page, leaving adequate space between solutions, so that your work will be easy to read. Avoid using text boxes, as they don’t move smoothly down the page when corrections are added to your assignment.

Where to type?
For your assignment, you will need to type exponents, roots, and logarithms, using Equation Editor in Microsoft Word.

Rubric expectations :
Knowledge and understanding :
Simplifies exponential expressions with a high degree of accuracy
Simplifies logarithmic expressions with a high degree of accuracy
Solves logarithmic equations with a high degree of accuracy
Solves exponential functions with a high degree of accuracy

Thinking :
Determines a logarithmic equation from a description of the transformations with a high degree of accuracy
Determines the equation of an inverse function with a high degree of accuracy
Describes the features of inverse functions with a high degree of accuracy
Compares reflections in the x– and y-axes to reflections in the line y = x with a high degree of accuracy
Simplifies equations using the laws of logarithms with a high degree of accuracy

Communication:
Describes the transformations in a logarithmic equation compared to the parent function with a high degree of accuracy
Lists the steps involved in solving a logarithmic equation with a high degree of accuracy
Explains why x in y= logbx must be positive with a high degree of accuracy
Defines various terms associated with functions with a high degree of accuracy
Explains how to determine whether a relation is a function with a high degree of accuracy

Application:
Solves real-world problems involving exponential and logarithmic equations with a high degree of accuracy

*Please do not plagiarize*