Tofind:Function graphed as linear or nonlinear,intercepts,any symmetry,positive and negative, increasing or decreasing,end behavior of the graph.
Answer to Problem 8PPS
Nonlinear
No
No Symmetry
Positive for all real numbers.
The function is not negative
The function increasing for all real numbers.
The function is not decreasing
No Relative Extrema
End Behavior:
Explanation of Solution
Given: Identify the function graphed as linear or nonlinear. Then estimate and interpret the intercepts of the graph, any symmetry, where the function is symmetry, where the function is positive and negative, increasing or decreasing, the
Linear or Nonlinear: Since the graph is a curve, not a line. The graph is Nonlinear.
This means that initial number of hits is about
This means that the number of hits will never be zero.
.
Symmetry: The graph does not have line symmetry.
Positive: The graph is positive when it is above the
This means that the number if hits is always positive.
Negative: The graph is not negative
Increasing: The graph is rising from left to right so it is increasing for all real numbers.
This means that the number of hits is always increasing.
Decreasing: The entire graph is risingfrom left to right so it is not decreasing.
Relative Extrema: No relatively low or high points.
End Behavior: As
This means that the number of hits is increasing.
Chapter 1 Solutions
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
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