7; choose graph choice :) **Educational Website Content: Frequency Polygon Analysis**### Use the Frequency Polygon to Answer the Following Questions:**Graph Details:**The graph displays a frequency polygon for the "Number of E-mail Messages Sent per Day." The x-axis represents the number of messages sent (ranging from 0 to 12), and the y-axis represents the number of people. The data points are connected with purple lines.### Questions:**a) How many people sent five e-mail messages?**- **Answer:** Look for the point on the graph where the x-value is 5 and find the corresponding y-value.**b) How many people sent six or fewer e-mail messages?**- **Answer:** Sum the y-values for x-values 0 through 6.**c) How many people were included in the survey?**- **Answer:** Sum all the y-values across the x-axis range.**d) Construct a frequency distribution from the frequency polygon.**- **Frequency Table Derived from Graph:** - 0 messages: 3 people - 2 messages: 2 people - 4 messages: 8 people - 6 messages: 6 people - 8 messages: 10 people**e) Construct a histogram from the frequency distribution in part (d).****Choose the correct histogram from options A, B, and C.**Each option displays a histogram labeled "Number of E-mail Messages Sent," showing bars that represent the frequency of emails sent within specific ranges.To match the frequency table:- The correct histogram will have bars reflecting the frequencies: 3 for 0, 2 for 2, 8 for 4, 6 for 6, and 10 for 8 messages sent.This visual representation helps understand data distribution more effectively and is a fundamental statistical tool.**Note:** Ensure to refer to the graph to verify specific data values accurately while answering questions a-c.

“Since you have posted a question with multiple sub-parts, we will solve first three subparts for you. To get remaining sub-part solved please repost the complete question and mention the sub-parts to be solved.”.(a) The number of emails is there on the x-axis while the frequencies are on the y-axis. So the frequency of individuals sending 5 mails per day is given by the height of the frequency polygon corresponding to x=5 on the x-axis. From the graph, it can be observed that the frequency of x=5 is 7 which mean there are 7 individuals who send 5 e-mails per day.(b) The required cumulative frequency is simply given by the sum of all the frequencies corresponding to x<=6 Frequency(X=6) = 3 Frequency(X=5) = 7 Frequency(X=4) = 3 Frequency(X=3) = 1 Frequency(X=2) = 0 So the frequency of individuals sending 6 or less e-mails per day is 3 +7 +3 + 1 = 14.(c) In this case, we need to find the total frequency of the data. So we find the frequencies of all the values x>6 Frequency(X=7) = 2 Frequency(X=8) = 8 Frequency(X=9) = 6 Frequency(X=10) = 4 Frequency(X=11) = 0 So the total frequency above 6 is 2+8+6+4 = 20. Total people involved = Frequency(X=<6) + Frequency(X>6) = 14 + 20 = 34