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Theater Checks: What Can a Sample Tell Us? worksheet preview

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Theater Checks: What Can a Sample Tell Us?

Evaluate theater inspection and ticket-survey samples, identify excluded groups, and distinguish estimates from facts about a population.

Grade 7MathInteractive · Printable

Aligned to7.SP.A.1

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What’s included

  • Single worksheet
  • Auto-graded online
  • 1 Common Core standard
  • Printable answer key
  • 14 questions
  • Classroom-ready

Details

Format
Interactive · Printable
Grade
Grade 7
Subject
Math
Question types
Multiple choice, Matching, Circle the answer, Sorting, Short answer

About this worksheet

What students practice

  • Students identify the population and sampling unit for an investigation.
  • Students evaluate whether a sampling method can represent its intended population.
  • Students distinguish sample facts from qualified conclusions about a population.

How to use

Use after introducing populations and random samples. Have students complete the checks independently, then discuss how a selection method affects the conclusions it supports.

Curriculum

Common Core standard covered

7.SP.A.1

Understand that a sample can tell about a population, and that random samples tend to represent the population well.

Preview

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Name Date

Theater Checks: What Can a Sample Tell Us?

Evaluate evidence about set materials, seats, and ticket orders.

Plan the Checks

The theater club is building sets and preparing to sell seats. Read each investigation carefully.

1.
Match each investigation to the type of item that should be randomly selected.
  1. Estimate the share of installed seats with loose hinges.
  2. Estimate the share of painted set panels with rough edges.
  3. Estimate the share of ticket orders requesting accessible seating.
  1. A. An installed seat
  2. B. A ticket order
  3. C. A painted set panel
2.
The club wants to describe the condition of every installed seat. It randomly selects seat numbers from the main-floor list only.
Installed Seats
LocationNumber of seats
Main floor144
Balcony56
What is the main problem with this plan?
  • A. The main-floor seats have no chance of selection.
  • B. The two locations must contain equal numbers of seats.
  • C. The sample must include every installed seat.
  • D. The balcony seats have no chance of selection.
3.
There are 72 set panels, labeled 1 through 72. Select every procedure that randomly selects 12 different panels from the full collection.

Use a computer to select 12 different numbers from 1 through 72, each equally likely.Ask the set designer to choose the 12 panels that look most typical.Mix 72 identical folded slips, one per panel, and draw 12 without looking.Inspect the 12 panels nearest the workshop door.

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