Measures of Central Tendency
25 questions
A mechanic serviced the following number of vehicles over a five-day period: , , , , and .
What is the median number of vehicles serviced during this period?
Match each statistical request with its correct numerical value based on the provided data sets.
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A student recorded the number of books they read each month over a five-month period: , , , , and . What is the median number of books read per month?
A logistics manager is tracking the number of supply crates shipped each week. Over the first four weeks of a five-week period, the facility shipped , , , and crates. How many crates must be shipped in the fifth week to achieve an average (mean) of crates per week for the entire five-week period?
A logistics officer is analyzing the fuel consumption of five transport trucks. The data for the first four trucks is , , , and gallons. The fuel data for the fifth truck was lost, but the officer remembers that it consumed more fuel than any of the other four trucks. If the mean fuel consumption of all five trucks is exactly equal to their median, how many gallons of fuel did the fifth truck consume?
A logistics specialist is inventorying six shipping crates. The median weight of the crates is pounds, and the mode is pounds. The weights of five of the crates are , , , , and pounds. What is the weight of the sixth crate?
Review the four distinct practical situations below. Pair each descriptive problem with its mathematically correct calculated result.
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Match each statistical scenario with its corresponding numerical value based on the principles of central tendency.
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A naval navigation team is evaluating different telemetry datasets. Match each statistical description to its correct calculated value.
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A culinary instructor is reviewing the final exam scores of six students to determine the middle performance level of the class. The scores recorded are , , , , , and . What is the median score of this group of students?
A maintenance chief is reviewing the repair times (in hours) for five generators: , , , , and . A sixth generator's repair time is added to the records. If the median repair time for all six generators is exactly hours, what is the repair time of the sixth generator?
A cybersecurity analyst is monitoring the number of unauthorized access attempts blocked by a firewall each day. The mean number of blocked attempts for the entire -day work week is exactly . If the daily counts from Monday to Thursday were , , , and , how many access attempts were blocked on Friday?
A medical detachment is tracking a patient's resting heart rate over a six-day period. The mean heart rate over the six days is beats per minute (bpm). The readings for five of those days are , , , , and . What is the median heart rate for the entire six-day period?
An environmental scientist measures the daily water flow (in gallons per minute) from a natural spring over five days. The recorded values are , , , , and . If the scientist needs the average (mean) flow rate across a full six-day period to be exactly gallons per minute, what must the flow rate be on the sixth day?
A logistics officer is analyzing data from various base operations. Match each statistical description on the left with its correctly calculated value on the right.
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An artillery spotter is recording the impact distances (in meters) from a target center for five test rounds. The distances are , , , , and . A sixth round is fired. If the mean distance for all six rounds is exactly meters, what was the impact distance of the sixth round?
A structural mechanic is testing the tensile strength of a batch of aluminum rivets. The mean tensile strength of the first rivets tested is MPa. If the quality standard requires the mean strength of rivets to be exactly MPa, what tensile strength must the th rivet have?
A quartermaster is recording the number of uniform items issued per day over an -day period. The recorded numbers are , , , , , , , and . What is the median number of uniform items issued?
A damage control officer is reviewing the completion times (in minutes) for various emergency response drills. Match each statistical description on the left with its correctly calculated value on the right.
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A flight engineer is monitoring the fuel consumption, in gallons per hour (GPH), of a cargo aircraft during different flight legs. The consumption for the first legs was , , and GPH.
If the target mean fuel consumption for all legs is GPH, what must the fuel consumption be for the th leg?