Find the descriptive statistics (mean, median, sample variance, standard deviation, range, 1stquartile, 3rdquartile, maximum value, and minimum value) draw histogram, stem and leaf diagram, and box plot.Comment and describetheinformation from the box plots. Construct a normal probability plot of the yield data. Does it seem reasonable to assume that yield value is normally distributed? 94.193.290.691.488.286.195.19092.487.386.691.286.190.489.187.384.190.195.286.194.393.286 .78395.394.197.893.186.487.694.192.196.488.286.48584.978.389.690.393.194.696.394.791.192 .490.689.188.886.485.18493.787.790.689.488.684.182.683.184.683.685.489.787.685.189.69090 .194.397.396.894.496.19885.486.691.787.584.285.190.595.688.384.183.782.987.386.484.5 Solution total numbers= 90 mean =89.38, median=89.25, sample variance=18.63, standard deviation=4.316, range=19.7, 1stquartile=86.1, 3rdquartile=93.1, maximum value=98, and minimum value= 78.3.