Using Ratio Tables and Multiplication

The video tutorial introduces an alternative to long-division using partial quotients and ratio tables. It explains how to set up and use a ratio table to organize calculations and approach a target number. The process involves multiplying and adjusting values to reach the exact target, demonstrating a methodical approach to division.

What alternative method to long division is introduced in the video?

• Subtraction method

• Addition method

• Multiplication tables

• Partial quotients

What tool does the teacher prefer to use for organizing partial quotients?

• A pie chart

• A ratio table

• A bar graph

• A line graph

What is the purpose of using a ratio table in this context?

• To solve equations

• To organize calculations

• To memorize numbers

• To draw graphs

What is the first step in setting up the ratio table?

• Calculating the total

• Drawing a line

• Adding numbers

• Finding the largest number

What is the initial multiplication used to start the ratio table?

• 67 times 3

• 67 times 5

• 67 times 10

• 67 times 1

What is the target number the teacher is trying to reach using the ratio table?

• 2747

• 1347

• 3747

• 2047

How does the teacher suggest getting closer to the target number?

• By dividing the current result

• By doubling the current result

• By subtracting smaller numbers

• By adding random numbers

What is the result of multiplying 67 by 10?

• 6700

• 670

• 67

• 67000

What is the result of doubling 670?

• 1340

• 134

• 13400

• 134000

What is the result of multiplying 67 by 20?

• 134000

• 13400

• 134

• 1340