SOLUTION: Assume that the center of the circle is equidistant from all the corners of the inner rectangle.
a = 7
b = 19
If you threw a dart and it randomly hit the target wha
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-> SOLUTION: Assume that the center of the circle is equidistant from all the corners of the inner rectangle.
a = 7
b = 19
If you threw a dart and it randomly hit the target wha
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Question 1072211: Assume that the center of the circle is equidistant from all the corners of the inner rectangle.
a = 7
b = 19
If you threw a dart and it randomly hit the target what is the probability that it would hit
A) the small square (the yellow)
B) the circle but not the small square (the red),
"
1) What is the area of the large square before any adjustments for the circle and small square? (Rounded to the ones place)
Blank feet squared.
2) What is the area of the circle inside the large square before any adjustments for the small square within the circle? Format decimal rounded to the hundredths place.
Blank feet squared
3) What is the area of the small square (rounded to the ones place) inside the circle (rounded to the ones place)?
Blank feet squared.
4) What is the area of the Circle minus the small square inside the circle to the hundredths place
Blank feet squared
Use the answers above to figure the probabilities below: Note for fraction form both numerator and denominator are rounded to the ones place...
A) Probability of hitting within the small square is
Fraction form (no reducing just use the numbers given in the problem )
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Decimal form (rounded to the thousandths place)
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Percentage form (Rounded to the tenths place)
Blank %
B) Probability of hitlting the circle only
Fraction form (no reducing...) Numerator rounded to hundredths place
Blank
Decimal form (rounded to the thousandths place)
Blank
Percentage form (rounded to the tenths place)
Blank % Answer by ikleyn(52817) (Show Source):
