Claudia's calculator will generate random numbers. She sets it to generate a number from 1 to 5 one hundred times. She then calc
ulates the relative frequency of each number.
The relative frenquencies in the table are ---------
A uniform propabililty model ------ a good model to
represent probabilities related to the numbers generated by Claudia's calculator.
therefore, the theoretical probability that any one number is chosen is likely ----
The relative frenquencies in the table are ---------
A uniform propabililty model ------ a good model to
represent probabilities related to the numbers generated by Claudia's calculator.
therefore, the theoretical probability that any one number is chosen is likely ----
2 answers:
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Answer:
Answer D: f(-2) = 2
Step-by-step explanation:
To evaluate f(-2) we need to find what is the y-value that the graph shows for the x-value "-2".
To find such, we look for the value x = -2 on the horizontal (x) axis (located two units to the left of the origin of coordinates (0,0)), and from there, we investigate at what y-value (value on the vertical y-axis) a line that follows the vertical grid passing through x = -2, intercepts the graph of the function.
That is pictured with a red dot in the attached image. Notice that the y-value at which such intersection occurs is y = 2.
Therefore f(-2) = 2
