Mathematics
a year ago
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FinalExamProblemList-Module5-QuadraticandPolynomialFunctions-1.docx
FinalExamProblemList-Module7-ExponentialsandLogarithmscopy.docx
FinalExamProblemList-Module8-SystemsofEquationscopy.docx
FinalExamProblemList-Module6-RadicalandRationalEquations.docx
FinalExamProblemList-Module5-QuadraticandPolynomialFunctions-1.docx
For your Final Exam, you will choose ONE problem from this document to solve on video. You should choose one problem and write it down. Then, you will choose a problem from each of the other lists and create ONE video using YuJa (or another videoing platform) in the Final Exam Module in Canvas.
1. Consider the function . When f(x) is divided by , the remainder is 0. Find the other two binomial divisors whose remainder is 0?
2. Use the Factor Theorem to find all the zeros of given that is a factor of the polynomial.
3. As x approaches infinity, for which of the following functions does also approach infinity?
a.
b.
c.
d.
e.
f.
4. Find the x-intercept(s), y-intercept, domain, and range of the following function.
FinalExamProblemList-Module7-ExponentialsandLogarithmscopy.docx
For your Final Exam, you will choose ONE problem from this document to solve on video. You should choose one problem and write it down. Then, you will choose a problem from each of the other lists and create ONE video using YuJa (or another videoing platform) in the Final Exam Module in Canvas.
1. Write in expanded form.
2. Enter the single logarithm expression that is equivalent to .
3. Determine the value of x which satisfies the following equation.
4. Find the exact solution to , or the solution rounded to the nearest tenth.
5. Solve the following equation for x.
.
6. Find the value of x which satisfies the following equation.
7. Henry is investing at a continuously compounded annual interest rate of 4.4%. How many years will it take for the balance to triple? Round your answer up to the nearest whole number.
FinalExamProblemList-Module8-SystemsofEquationscopy.docx
For your Final Exam, you will choose ONE problem from this document to solve on video. You should choose one problem and write it down. Then, you will choose a problem from each of the other lists and create ONE video using YuJa (or another videoing platform) in the Final Exam Module in Canvas.
1. Graph the following system of linear inequalities to find the solution set.
2. Solve the following system of equations.
Give your answer as an ordered triple (x, y, z).
3. Use Gaussian elimination to solve the given system of equations, . State the solution as an ordered triple.
4. Solve the following system of equations by using the inverse of a matrix.
Give your answer as an ordered triple (x, y, z).
image1.png
FinalExamProblemList-Module6-RadicalandRationalEquations.docx
For your Final Exam, you will choose ONE problem from this document to solve on video. You should choose one problem and write it down. Then, you will choose a problem from each of the other lists and create ONE video using YuJa (or another videoing platform) in the Final Exam Module in Canvas.
1. Solve the following equation for x.
Enter your answer as a simplified improper fraction, if necessary.
2. Solve the following rational inequality for x.
Enter your answer in interval notation. Use the symbol if necessary.
3. Consider the graph of the function .
What are the vertical asymptotes? What are the removable discontinuities, if any, of the graph?
4. Solve the following for x. There may be more than one answer.
5. Solve the following radical equation for x. There may be more than one answer.
6. Simplify:
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