Mathematics: Mr. Carter is making a dessert using 9/10 pound of peach and 5/10 pound of raspberries. How much more peaches than raspberries is he using

Mr. Carter is making a dessert using 9/10 pound of

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whitems33982

28.10.2020

Mathematics

The probability is P(X 31.7) = 0.54

Step-by-step explanation:

From the question we are told that

P is uniformly distributed between a= 29 and b=34 pounds per square inch (psi)

Generally the uniform distribution cumulative distribution function is mathematically represented as

$F(x ) = \left \{ {{ 0 \\ \ \ \ \ \ x \le a} \atop { \frac{x-a}{b-a} \ \ \ \ \ \ \ \ a < x < b}} \atop {1 \ \ \ \ \ \ \ \ \ \ \ \ \ x \ge b}} \right.$

Generally the probability that the pressure of a tire will be above 31.7 psi

$P(X 31.7) = \frac{ 31 . 7 - a }{b-a}$

=> $P(X 31.7) = \frac{ 31 . 7 - 29 }{34-29}$

=> P(X 31.7) = 0.54

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Mr. Carter is making a dessert using 9/10 pound of peach and 5/10 pound of raspberries. How much more peaches than raspberries is he using

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