The volume of a dog shampoo filled into a container is uniformly distributed between 370 and 380 milliliters. What are the mean and standard deviation of the volume of dog shampoo? What is the probability that the container is filled with less than the advertised target of 375 milliliters? а. E(X) = 375, SD(X) = 2.8868, P(X < 375) = 0.5 b. E(X) = 377, SD(X) = 1.7321, P(X < 375) = 0.1667 c. E(X) = 375, SD(X) = 2.8868, P(X < 375) = 0.8333 d. NONE

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The volume of a dog shampoo filled into a container is uniformly distributed between 370 and
380 milliliters.
What are the mean and standard deviation of the volume of dog shampoo?
What is the probability that the container is filled with less than the advertised target of 375
milliliters?
a. E(X) = 375, SD(X) = 2.8868, P(X < 375) = 0.5
%3D
b. E(X) = 377, SD(X) = 1.7321, P(X < 375) = 0.1667
c. E(X) = 375, SD(X) = 2.8868, P(X < 375) = 0.8333
%3D
d. NONE
Transcribed Image Text:The volume of a dog shampoo filled into a container is uniformly distributed between 370 and 380 milliliters. What are the mean and standard deviation of the volume of dog shampoo? What is the probability that the container is filled with less than the advertised target of 375 milliliters? a. E(X) = 375, SD(X) = 2.8868, P(X < 375) = 0.5 %3D b. E(X) = 377, SD(X) = 1.7321, P(X < 375) = 0.1667 c. E(X) = 375, SD(X) = 2.8868, P(X < 375) = 0.8333 %3D d. NONE
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