In the lesson, the stemplots displayed whole number measurements, but stemplots can display decimalnumbers. The stemplot below displays the weight (in kilograms) of a sample of adult rainbow trout takenfrom a freshwater stream.Adult Freshwater Stream Rainbow Trout Weights in Kilograms045567811013466778200123148key: 014 means 0.4 kilogramsConsider the rainbow trout weight stemplot. A scientist looking at this data suspects that a lab technicianconfused a larger species of trout with a rainbow trout. Which measurement makes the scientist suspectthe technician made a mistake and why? Write a sentence explaining your reasoning.Edit -Insert FormatsBIUX, X²AT ()ΣΣ Ν

The distribution of the weight of the adult freshwater rainbow trout is given in terms of stem-and-left plot is given as follows:In the steam plot, each of the "values on the right of the vertical line" (defined as the leaf) is considered as the tenth digit value to the right of the decimal place, and the corresponding "value on the left of the vertical line" (defined as the stem) is considered as the unit digit value.For example, the value 0|4 is defined as the weight observation of 0.4 kilograms.From the stem-and-left plot, the weight observations are obtained as follows:0.4, 0.5, 0.5, 0.6, 0.7, 0.8, 1.0, 1.1, 1.3, 1.4, 1.6, 1.6, 1.7, 1.8, 2.0, 2.0, 2.1, 2.2, 4.8As the technician is considered to have confused a larger species of trout with a rainbow trout, the obtained value of the larger species of trout is considered to be relatively higher than the other weight value.In this case, as the weight of 4.8 is observed to differ significantly from the rest of the other weight values, the weight value of 4.8 kilograms is considered to have been mistakenly measured.The weight value of 4.8 is an extremely large value for weight value that stands out as compared to the rest of the weight observations. Thus, the value of 4.8 kilograms is considered to have been mistakenly measured.