Which of the following statements is true about the data set below?15, 19, 17, 17, 14, 13, 18, 21, 16, 14

A. The mean has a higher value than the median.
B. The median has a higher value than the mean.
C. The mean and median have the same value.


Answer 1

The correct statement about the dataset is that  The median has a higher value than the mean.

The mean:

The mean of the dataset can be regarded as the number that is the average.


15+19+17+17+14+13+18+21+16+14= 164


= 16.4

The median:

The median in a dataset can be defined as the number that occurs at the middle of the dataset when it is arranged in the right order

13, 14, 14, 15, 16, 17, 17, 18, 19, 21

Median = 16+17/2

= 16.5

The conclusion is that the median is higher than the mean.

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Answer 2


A: The mean has a higher value than the median

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Maybe next time put it up and we'll try to answer!

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the answer is: true




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destructive forces



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1) The Sun has an average surface temperature of approximately 6000 K. Calculate the power per unit area released by the surface of the Sun using Stefan-Boltzmann Law and report the value below. Units are a must. (2 points)Power per unit area released by the Sun=



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The Sun has an average surface temperature of approximately,T= 6000 K

The power per unit area released by the surface of the Sun be P'

Stefan-Boltzmann Law  is given as:

P'=(Power)/(Area)=\sigma T^4


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To determine the nature of the differences between northern and southern Arizona, geologists could: map the geology in detail, take seismic profiles, study drill core, and reconstruct the geologic history between each province.True






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