Which ratio best defines experimental probability? Number of times an event occurs:Total number of times the activity is performed Total number of times the activity is performed:Number of times an event occurs Number of nonfavorable outcomes:Number of possible outcomes Number of possible outcomes:Number of nonfavorable outcomes @amistre64
@amistre64 here is the next one
well, this is just definition, which one do you choose? and why?
i chose A. I remember reading about something like that i believe
A is the proper definition, i agree
time for more? @amistre64
one more ...
Linda throws a dart that hits the square shown below: A square is drawn. A circle of radius 9 units touches the sides of the square. What is the probability that the dart hits a point in the circle? 18% 21.5% 78.5% 81%
i assume its a circle inside of a square?
yes @amistre64
so, what is the area of our circle, and what is the area of our square?
the picture shown is this
@amistre64
do you know it? @amistre64
what is the area of our circle? what is the area of our square?
it does not say @amistre64 this is the picture shown
it gives you the necessary information to find the areas it is up to you to apply your critical thinking skills to determine them
can you guide me through the steps? at first i got 21.5% is that correct? @amistre64
we start by knowing the formula for that area of a circle, and also the area of a square ... what are those formulas?
9 is the only number given @amistre64
it is up to you to remember the pertinent formulas for the areas ... find them and we can move forwards.
i got the answer! @amistre64
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