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Internally, the central processing unit (CPU) consists of tw…

Internally, the central processing unit (CPU) consists of two parts which are ________.

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A value that is written into the code of a program is a(n) _…

A value that is written into the code of a program is a(n) ________.

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A Java source file must be saved with the extension ________…

A Java source file must be saved with the extension ________.

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There are ________ bits in a byte.

There are ________ bits in a byte.

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Which of the following is a software entity that contains da…

Which of the following is a software entity that contains data and procedures?

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Consider the function holes.jpg  a) State the x-coordinate c…

Consider the function holes.jpg  a) State the x-coordinate corresponding to any holes in the graph. You only need to give the x-value(s). If there is no hole in the graph, type “none”. Hole when x = [BLANK-1] b) Type the equation(s) of any vertical asymptote(s) for the graph of f(x).  Vertical asymptote(s): [BLANK-2] c) Type the equation of any horizontal asymptote for the graph of f(x). Horizontal asymptote: [BLANK-3] You are NOT required to show work for this problem.

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Select all functions in the list below that are polynomials….

Select all functions in the list below that are polynomials. You do NOT need to show work for this problem. 

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You ARE required to show supporting work for this problem. C…

You ARE required to show supporting work for this problem. Consider the rational function below:graph rational.PNG a) The graph of this function has vertical asymptote: [BLANK-1] b) The function has x-intercepts: [BLANK-2] c) The equation of the slant asymptote for the graph of this function is: [BLANK-3] d) Sketch the graph of the function on your paper. Please try to graph the following features as accurately as possible: vertical asymptote slant asymptote x- and y-intercepts

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Match the equation of the rational function with its graph….

Match the equation of the rational function with its graph. You do not need to sketch these graphs by hand, just use clues from the equations such as asymptotes and intercepts.  You are NOT required to show work for this problem.

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Consider the polynomial function below: graph poly.jpg  a) …

Consider the polynomial function below: graph poly.jpg  a)  The degree of the polynomial is: [BLANK-1] b) The x-intercept(s) where the graph crosses the x-axis is/are: [BLANK-2] c) The x-intercept(s) where the graph touches the x-axis and turns around is/are: [BLANK-3] d)  Sketch the graph on your paper and label the question number. Your sketch of the graph is the only thing that you are required to write down for this question. When I grade the graphs, I will be looking for: x-intercepts that are accurately plotted correct behavior of the graph at each intercept as described in parts b and c correct end behavior. 

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