suppose the data represent the inches of rainfall in april for a certain city over the course of 20 years…

suppose the data represent the inches of rainfall in april for a certain city over the course of 20 years. given the quartiles $q_1 = 2.340$, $q_2 = 3.595$, and $q_3 = 4.905$, compute the interquartile range, iqr.\niqr = (square) (round to three decimal places as needed.)\n0.99 2.49 3.77 4.96\n1.37 2.61 3.91 5.24\n1.49 2.92 4.27 5.57\n1.72 3.23 4.58 5.76\n2.19 3.42 4.85 5.94

suppose the data represent the inches of rainfall in april for a certain city over the course of 20 years. given the quartiles $q_1 = 2.340$, $q_2 = 3.595$, and $q_3 = 4.905$, compute the interquartile range, iqr.\niqr = (square) (round to three decimal places as needed.)\n0.99 2.49 3.77 4.96\n1.37 2.61 3.91 5.24\n1.49 2.92 4.27 5.57\n1.72 3.23 4.58 5.76\n2.19 3.42 4.85 5.94

Answer

Explanation:

Step1: Recall IQR formula

The inter - quartile range (IQR) is given by the formula $IQR = Q_3 - Q_1$.

Step2: Substitute values

We are given $Q_1 = 2.340$ and $Q_3=4.905$. Substituting these values into the formula, we get $IQR=4.905 - 2.340$.

Step3: Calculate result

$4.905-2.340 = 2.565$

Answer:

$2.565$