Jahna measured the heights of the sunflowers growing in her backyard. Here are the heights that she found (in inches): 34, 48, 52, 61, 76, 76, 61, 84, 61, 39, 83, 61, 79, 81, 56, and 88. Find the mean and median of the heights.a. Find the mean and median of the heights.b. Create a histogram to represent this data. Your histogram should have four bins, each with a width of 15.

Respuesta :

The mean height is 65

The median of the data is 61.

a) Mean is the average of the data. This is expressed as;

Mean = Sum/Sample space

Sum of heights =  34+48+52+61+76+76+61+84+61+39+83+61+79+81+56+88

Sum of heights = 1,040

Sample space = 16

Mean  = 1040/16

Mean  = 65

Hence the mean height is 65

Get the median. Rearrange in ascending order

34, 39, 48, 52, 56, 61, 61), 61, 61, (76, 76, 79, 81, 83, 84, 88

From the arrangement, we can see that 61 falls in the middle. Taking the average.

Median = 61+61/2

Median = 122/2

median =  61

Hence the median of the data is 61.

b) Find the histogram attached

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