Strategies for Solving Word Problems

The video tutorial covers problem-solving strategies in grade 6 math, focusing on choosing appropriate graphs for word problems. It explains when to use different types of graphs, such as circle graphs for percentages, histograms for large data sets, stem and leaf plots for specific data comparison, and double line or bar graphs for comparing two data items. The tutorial emphasizes the importance of organizing information, choosing the right strategy, and ensuring that the question is fully answered.

What is the first step in solving word problems according to the video?

• Choose a graph

• Use a formula

• Underline important facts

• Draw a diagram

What is a key strategy mentioned for solving word problems?

• Use a calculator

• Skip the problem

• Work backwards

• Ask a friend

In the context of the video, what is a diagram?

• A written explanation

• A type of graph

• A mathematical formula

• A list of numbers

When is a circle graph most appropriate?

• When dealing with percentages

• When comparing two items

• When handling large data sets

• When comparing specific data

Why might a city clerk use a circle graph?

• To compare test scores

• To show traffic accident percentages

• To display ages of students

• To track weight loss

Which scenario is best suited for a histogram?

• Graphing percentages of traffic accidents

• Graphing ages of college students

• Graphing test scores

• Graphing sales over months

What is a common feature of data suitable for histograms?

• Specific data comparisons

• Large data sets

• Data with two items

• Data with percentages

What type of graph is ideal for comparing specific data like test scores?

• Stem and leaf plot

• Circle graph

• Histogram

• Double bar graph

What is the purpose of a stem and leaf plot?

• To show percentages

• To display large data sets

• To compare specific data

• To compare two items

Which graph would you use to compare sales of items over different months?

• Circle graph

• Histogram

• Stem and leaf plot

• Double bar graph