Let x denote the amount of gravel sold (in tons) during a randomly selected week at a particular sales facility. Suppose that the density curve has height f(x) above the value x where x) - 2(1 - x) Osxs1 otherwise. The density curve (the graph of f(x)) is shown in the following figure. Density Gravel (tons) Use the fact that the area of a triangle -(base)(height) to calculate each of the probabilities. (Hìnt: Drawing a picture and shading the appropriate area will help.) (a) The probability that gravel sold exceeds ton. (b) The probabllity that gravel sold is at least ton. 2.

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Let x denote the amount of gravel sold (in tons) during a randomly selected week at a particular sales facility. Suppose that the density curve has height f(x) above the value x where
S2(1 - x) osx s1
otherwise.
(x)
The density curve (the graph of f(x)) is shown in the following figure.
Density
Gravel (tons)
Use the fact that the area of a triangle - (base)(height) to calculate each of the probabilities. (Hint: Drawing a picture and shading the appropriate area will help.)
(a) The probability that gravel sold exceeds ton.
(b) The probability that gravel sold is at least - ton.
8
Transcribed Image Text:Let x denote the amount of gravel sold (in tons) during a randomly selected week at a particular sales facility. Suppose that the density curve has height f(x) above the value x where S2(1 - x) osx s1 otherwise. (x) The density curve (the graph of f(x)) is shown in the following figure. Density Gravel (tons) Use the fact that the area of a triangle - (base)(height) to calculate each of the probabilities. (Hint: Drawing a picture and shading the appropriate area will help.) (a) The probability that gravel sold exceeds ton. (b) The probability that gravel sold is at least - ton. 8
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