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DHS Honors Algebra 2 Midterm 2020

Last updated about 5 years ago
40 questions
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Solve the following quadratic equation using Quadratic Formula. Your answer should be an EXACT value.

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Simplify AND write in standard complex form:

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Simplify:

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Simplify AND write in standard complex form:

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Find ALL the solutions to the equation:

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Identify the fourth term of the binomial expansion:

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what does this information tell you about the value of 2 in the function?

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Factor the polynomial completely:

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Find all ZEROS to the function:

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Which of the following could NOT be a rational root of

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Solve:

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What is the domain of the function pictured?

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What is the range of the function pictured?

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What are the ZEROS of the function?

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Over which interval(s) is the function INCREASING?

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What is the RELATIVE MAXIMUM y-value of the function?

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What is the end behavior of the function?

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What is/are the solution(s) of the system below? You MUST use substitution or elimination to solve.


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Using the graph of the function, find the average rate of change over the interval [-1, 1.7]. Round your answer to TWO DECIMAL PLACES.


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What are the excluded values, if any, for the following rational expression?

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Simplify:

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Simplify:

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Simplify:

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Simplify:

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Solve. Remember to check for extraneous solutions!

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Which of the graphs best represent the function:

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Identify the HORIZONTAL ASYMPTOTE of the rational function.

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Identify the X-INTERCEPT of the rational function. (WRITE YOUR ANSWER AS AN ORDERED PAIR)

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Identify the Y-INTERCEPT of the rational function. WRITE YOUR ANSWER AS AN ORDERED PAIR.

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Identify the HOLE of the rational function. WRITE YOUR ANSWER AS AN ORDERED PAIR.

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Identify the VERTICAL ASYMPTOTE of the rational function.

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Identify the HORIZONTAL, VERTICAL, and SLANT ASYMPTOTES of the rational function: