(solve and decide how many solutions you would have...be sure to check your answers to determine if they will work)
(solve and decide how many solutions you would have...be sure to check your answers to determine if they will work)
(solve and decide how many solutions you would have...be sure to check your answers to determine if they will work)
Solve and graph this in show your work (or on paper)...then answer the question.
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.
The graph will open:
The vertex point is: (note..do not include spaces, show your answer as an ordered pair (x,y) with parentheses
( solve and graph, then determine which numbers below are INCLUDED in the shaded region of your graph!)
What is the solution set of the graph above? (use 'x' and inequality signs (with AND or OR or condensed) in your answer)
What is the solution set of the graph above using interval notation?
What is the solution set of the graph above? (use 'x' and inequality signs (with AND or OR) in your answer)
What is the solution set of the graph above using interval notation?
give your answer in interval notation or write 'no solution' or 'all real numbers' if necessary.
Solve the inequality:
Input your answer in interval notation.
(find the 2 solutions...then input ONLY the larger of the 2 in the box)
If your answer is no solution, type 'no solution'. If your answer is all real numbers type 'all reals'
(use 'y' and inequality signs in your answer)
Input your answer to #15 in interval notation:
Type the equation of the graph above. Begin your answer with f(x)=
What is the value of a?
What is the value of h?
What is the value of k?
What is the value of a?
What is the value of h?
What is the value of k?
vertex. (hint: graph this equation in show your work to help you with the remaining problems)
equation of the axis of symmetry.
domain (use interval notation)
range (use interval notation)
interval where it's increasing
interval where it's decreasing
minimum point (if there is one...if no minimum type 'none')
maximum point (if there is one...if no maximum type 'none')
(graph it in show your work to support your answer if necessary)
Input the increasing interval for this function in the answer box. Graph the function in show your work to support your answer.
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