# Tables 800 to 900

Created by: Team Maths - Examples.com, Last Updated: May 10, 2024

## Tables 800 to 900

The tables from 800 to 900 involve multiplying by numbers from 8 to 9, often adding three zeros to the product. Recognizing patterns, breaking down numbers, and regular practice aid in mastering these multiplication tables, essential for building strong maths skills and problem-solving abilities.

## Tables from 800 to 900 chart

Similarly, the multiplication tables from 800 to 900 chart are crucial for students looking to strengthen their grip on handling larger numbers. This chart includes the results of multiplying numbers starting from 800 up to 900 by numbers from 1 to 10, systematically laid out to simplify learning. As students engage with these tables, they develop quicker calculation skills, better number sense, and a more intuitive understanding of multiplication. These charts are indispensable tools in educational settings, ensuring students are well-prepared to handle more advanced mathematics and improve their problem-solving speed and accuracy.

## Solved Examples of Tables 800 to 900

Example 1: Table of 800

Problem: 800 x 832 = ?

Solution: 800 x 832 = 665600 (Eight hundred multiplied by eight hundred thirty-two equals six hundred sixty-five thousand six hundred.)

Example 2: Table of 801

Problem: 801 x 888 = ?

Solution: 801 x 888 = 711888 (Eight hundred one times eight hundred eighty-eight equals seven hundred eleven thousand eight hundred eighty-eight.)

Example 3: Table of 802

Problem: 802 x 875 = ?

Solution: 802 x 875 = 701750 (Eight hundred two multiplied by eight hundred seventy-five yields seven hundred one thousand seven hundred fifty.)

Example 4: Table of 803

Problem: 803 x 869 = ?

Solution: 803 x 869 = 697987 (Eight hundred three times eight hundred sixty-nine results in six hundred ninety-seven thousand nine hundred eighty-seven.)

Example 5: Table of 804

Problem: 804 x 815 = ?

Solution: 804 x 815 = 655260 (Eight hundred four multiplied by eight hundred fifteen equals six hundred fifty-five thousand two hundred sixty.)

Example 6: Table of 805

Problem: 805 x 834 = ?

Solution: 805 x 834 = 671370 (Eight hundred five times eight hundred thirty-four yields six hundred seventy-one thousand three hundred seventy.)

Example 7: Table of 806

Problem: 806 x 899 = ?

Solution: 806 x 899 = 725294 (Eight hundred six multiplied by eight hundred ninety-nine results in seven hundred twenty-five thousand two hundred ninety-four.)

Example 8: Table of 807

Problem: 807 x 846 = ?

Solution: 807 x 846 = 682962 (Eight hundred seven times eight hundred forty-six equals six hundred eighty-two thousand nine hundred sixty-two.)

Example 9: Table of 808

Problem: 808 x 865 = ?

Solution: 808 x 865 = 698920 (Eight hundred eight multiplied by eight hundred sixty-five yields six hundred ninety-eight thousand nine hundred twenty.)

Example 10: Table of 809

Problem: 809 x 839 = ?

Solution: 809 x 839 = 678931 (Eight hundred nine times eight hundred thirty-nine equals six hundred seventy-eight thousand nine hundred thirty-one.)

## Tricks to easily Learn

1. Identify Patterns: Look for patterns within the numbers. For example, notice that when you multiply by 800, you’re essentially multiplying by 8 and adding three zeros. This pattern holds true for all numbers from 800 to 900.
2. Break it Down: Break down the numbers into easier chunks. For instance, if you’re multiplying by 800, think of it as multiplying by 8 and then adding the appropriate number of zeros.
3. Visualize: Visualize the numbers in your mind. You can create mental images or stories associated with the numbers to help you remember them more easily.
4. Use Flashcards: Create flashcards with the multiplication problems on one side and the answers on the other. Practice regularly with these flashcards to reinforce your memory.
5. Practice with Quizzes: Take online quizzes or create your own practice tests to test your knowledge and improve your recall speed.
6. Use Real-life Examples: Relate the multiplication problems to real-life situations. For instance, if you’re multiplying 820 by another number, think of it as calculating the total cost of 820 items if each item costs a certain amount.
7. Associate with Known Facts: Relate the numbers to multiplication facts you already know. For example, if you know that 8 × 10 = 80, then you can easily calculate that 800 × 10 = 8000.
8. Repetition: Repetition is key to memorization. Keep practicing regularly until the multiplication tables become second nature to you.

## Why are the multiplication tables from 800 to 900 important to learn?

Learning these tables is essential for developing strong mathematical skills, especially in multiplication and problem-solving. Mastery of these tables simplifies calculations involving larger numbers and lays a solid foundation for higher-level mathematics.

## Are there any tricks or shortcuts for learning these multiplication tables?

Yes, recognizing patterns within the numbers, such as multiplying by 8 or 9 and adding zeros, can serve as shortcuts. Breaking down the numbers and associating them with known multiplication facts can also help.

## How can I make learning these tables more engaging and fun?

You can make learning more enjoyable by using games, apps, or online resources that gamify the learning process. Additionally, incorporating real-life scenarios and challenges can make learning more relatable and interesting.

## How can I track my progress in learning these multiplication tables?

You can track your progress by keeping a record of the tables you’ve mastered and regularly testing yourself using practice quizzes or flashcards. Monitoring your improvement over time can boost motivation and confidence.

## Are there any additional resources or tools available to help with learning these tables?

Yes, there are numerous online resources, educational apps, and textbooks dedicated to teaching multiplication tables. You can also seek assistance from teachers, tutors, or study groups for additional support and guidance.

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