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Solve Problems

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Identify the Problem

Describe the Problem

Analyze the Problem

Plan the Solution

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Evaluate the Solution

Tools for Describing the Problem

Flow Chart

Indicator Matrix

Exit Interview

Table

Bar Graph

Line Graph

Pie Chart

Histogram

Tally Sheet

Supervision Guide

  

Histogram

What is it?

A histogram is a diagram that graphically depicts the variability in a process or procedure within your agency. When you want to see how a procedure is working in your organization, you can gather data about that procedure (such as the amount of time the procedure takes) and create a histogram. Then you can see the variation in the amount of time it takes to do that process within your organization.

Who uses it?

The team members, the managers.

Why use it?

Discovering and displaying this variation will greatly increase the team's knowledge about a process.

When to use it?

When you want to see the pattern of variation of a particular process, such as when you are describing a problem, or during data collection and analysis.

How to use it:

The steps to create a histogram include:
  1. Gather the data about the variable you are interested in.

  2. Look at the data and determine the categories or intervals you will use to organize the data. For example, if you are measuring the number of weeks it takes to receive an order of contraceptives, "number of weeks of waiting time" is the data category.

  3. Construct a frequency table for your data. The frequency corresponds to the number of times each value is observed. Using the example of waiting time to receive an order of contraceptives, the frequency table might look like this:

    Number of Weeks of Waiting TimeFrequency
    1 weekI
    2 weeksI
    3 weeksIIII
    4 weeksIIIII
    5 weeksIII
    6 weeksI

  4. To create the histogram, draw a horizontal and a vertical axis. The horizontal axis (X) shows the data categories (such as time, or a measurement, like weight). The vertical axis (Y) represents the frequency of the observations (the number of observations for each category).

  5. For each category of data, draw a rectangle (without space between the rectangles). The width of the rectangle represents the interval between two groups, and the height represents the observed frequency.

    A histogram

Example:

Here is an example of a histogram being used to describe the problem.
         
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