For the graphs below, for which probability distribution is the value of the median greater than the value of the mean?
theoretical probability distributions
negativity skewed
normal (no skew)
positively skewed
frequency
negativity direction
perfectly symmetrical
distribution
positive direction
negatively skewed
normal, symmetrical distribution
positively skewed distribution
none of the above

The probability distribution for which the value of the median is greater than the value of the mean is - negatively skewed probability distribution.

Step-by-step explanation:

The probability distribution for which the value of the median is greater than the value of the mean is - negatively skewed probability distribution.

negative skewed  distribution

Step-by-step explanation:

As can be seen in the figure attached,

in the negative skewed  distribution the median is greater than the meanin the normal (no skew or symmetrical)  distribution the median is equal than the meanin the positive skewed  distribution the median is lower than the mean

10433 cubic feet.

Step-by-step explanation:

First, it would be helpful to find the volume of each part of the silo.

The cylinder has a height of 35 feet and a circular base with a radius of 9 feet. The volume of a cylinder is pi*(r^2)*h, in this case,  pi*(9^2)*35. The answer is approximately 8906.415 cubic feet.  

Now, find the volume of the dome. The dome has a radius of 9 feet. The dome is a sphere, cut in half. So the formula for finding the volume of the dome would be (4/3)*pi*(r^3)*(1/2), in this case, (4/3)*pi*(9^3)*(1/2).  The answer would be approximately 1526.814 cubic feet.

Now, add the two volumes together.  8906.415+1526.814=10433.229 .

Now round to the nearest whole number.