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Consider the following expression: Step 1: The given expression is a polynomial.  Determine the type of polynomial.  This polynomial is a .    Step 2: Determine the degree and the leading coefficient of the polynomial.  This polynomial is degree and so the leading coefficient should be . 

Multiply the polynomials using the distributive property and combine like terms.  Write your answer using the “Insert Equation Tool”.   Answers must be typed with the equation tool in order to be graded.       

Reduce the given rational expression to lowest terms.   

Completely factor the sum of cubes.   = (   +    )(   x2     x +     )

The denominator is five more than twice the numerator. If both the numerator and the denominator are increased by eight, the fraction will equal 10/19. Determine the original fraction. (Do NOT simplify). 

Simplify the following rational expression:   

Consider the following quadratic equation: Part 1:  Factor the quadratic equation into two binomial factors. Remember the quadratic equation must be set equal to zero in order to factor.    Answer:  (  )(     ) =0  Part 2: Solve the quadratic equation by factoring. Write your answer as a reduced fraction, if necessary.  Answer: x= {     ,   }  Hint: One of your answers will be a fraction. Use the “/” symbol to type it in the correct blank.   

I am clear on the method of assessment and late work policy for this course.

I understand the class netiquette expectations when communicating with my instructor and classmates.