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H_Bombard-HW Unit 1 Test Review--re-attempt

Last updated over 2 years ago
38 questions
1

(solve and decide how many solutions you would have...be sure to check your answers to determine if they will work)

1

Solve and graph this in show your work (or on paper)...then answer the question.

1

Given the graph, type the equation in the answer box. Begin with f(x)=

REMEMBER: In math, if we multiply a 1 by something, we don't show it in the equation...it's implied.

1

The graph will open:

1

The vertex point is: (note..do not include spaces, show your answer as an ordered pair (x,y) with parentheses

1

( solve and graph, then determine which numbers below are INCLUDED in the shaded region of your graph!)

1

What is the solution set of the graph above? (use 'x' and inequality signs (with AND or OR or condensed) in your answer)

1

What is the solution set of the graph above using interval notation?

1

What is the solution set of the graph above? (use 'x' and inequality signs (with AND or OR) in your answer)

1

What is the solution set of the graph above using interval notation?

1

give your answer in interval notation or write 'no solution' or 'all real numbers' if necessary.

1

Solve the inequality:
Input your answer in interval notation.

1

(find the 2 solutions...then input ONLY the larger of the 2 in the box)

1

If your answer is no solution, type 'no solution'. If your answer is all real numbers type 'all reals'

1

(use 'y' and inequality signs in your answer)

1

Input your answer to #15 in interval notation:

1

1

Type the equation of the graph above. Begin your answer with f(x)=

1

What is the value of a?

1

What is the value of h?

1

What is the value of k?

1

What is the value of a?

1

What is the value of h?

1

What is the value of k?

1

vertex. (hint: graph this equation in show your work to help you with the remaining problems)

1

equation of the axis of symmetry.

1

domain (use interval notation)

1

range (use interval notation)

1

interval where it's increasing

1

interval where it's decreasing

1

minimum point (if there is one...if no minimum type 'none')

1

maximum point (if there is one...if no maximum type 'none')

Required
1

(graph it in show your work to support your answer if necessary)

Required
1

Input the increasing interval for this function in the answer box. Graph the function in show your work to support your answer.

1

Upload your work here (page 1)

1

Upload your work here (page 2)

1

Upload your work here (page 3)

Required
1

Upload your work here (page 4)