Tables 12 to 15

Tables 12 to 15

The multiplication chart for tables 12 to 15 offers a focused resource for mastering higher multiplication facts. It is designed for deep understanding and quick recall, enhancing students’ arithmetic skills and confidence in handling more complex mathematical operations.

Download Tables From 12 to 15 Chart Pdf

Tables from 12 to 15 chart

The multiplication chart covering tables 12 to 15 is a focused educational tool designed to assist students in mastering higher multiplication facts efficiently. This segment of multiplication tables often poses a challenge due to the larger numbers involved, making a dedicated chart for these tables particularly useful. It provides a clear, organized visual reference that helps students reinforce their learning and improve their quick calculation skills, essential for advanced mathematical tasks and everyday problem-solving. This chart is especially beneficial in classroom settings or for individual study, ensuring students can approach these higher tables with confidence.

Download Tables From 12 to 15 Chart Pdf

12-15 Multiplication Tables List with Chart and pdf

Tables 12 to 15

Table 12

Table 13

Table 14

Table 15

Multiplication Tables 12 to 15

Tables 12 to 15

12 Table	13 Table	14 Table	15 Table
12 x 1 = 12	13 x 1 = 13	14 x 1 = 14	15 x 1 = 15
12 x 2 = 24	13 x 2 = 26	14 x 2 = 28	15 x 2 = 30
12 x 3 = 36	13 x 3 = 39	14 x 3 = 42	15 x 3 = 45
12 x 4 = 48	13 x 4 = 52	14 x 4 = 56	15 x 4 = 60
12 x 5 = 60	13 x 5 = 65	14 x 5 = 70	15 x 5 = 75
12 x 6 = 72	13 x 6 = 78	14 x 6 = 84	15 x 6 = 90
12 x 7 = 84	13 x 7 = 91	14 x 7 = 98	15 x 7 = 105
12 x 8 = 96	13 x 8 = 104	14 x 8 = 112	15 x 8 = 120
12 x 9 = 108	13 x 9 = 117	14 x 9 = 126	15 x 9 = 135
12 x 10 = 120	13 x 10 = 130	14 x 10 = 140	15 x 10 = 150

Solved Examples of Tables 12 to 15

Example 1: Table of 12

Problem: 12 x 3 = ?

Solution: 12 x 3 = 36 (Multiplying 12 by 3 yields 36.)

Example 2: Table of 13

Problem: 13 x 4 = ?

Solution: 13 x 4 = 52 (Thirteen times four equals fifty-two.)

Example 3: Table of 14

Problem: 14 x 5 = ?

Solution: 14 x 5 = 70 (Fourteen multiplied by five results in seventy.)

Example 4: Table of 15

Problem: 15 x 6 = ?

Solution: 15 x 6 = 90 (Fifteen times six equals ninety.)

Example 5: Table of 12

Problem: 12 x 7 = ?

Solution: 12 x 7 = 84 (Twelve times seven equals eighty-four.)

Example 6: Table of 13

Problem: 13 x 8 = ?

Solution: 13 x 8 = 104 (Thirteen multiplied by eight results in one hundred four.)

Example 7: Table of 14

Problem: 14 x 9 = ?

Solution: 14 x 9 = 126 (Fourteen times nine yields one hundred twenty-six.)

Example 8: Table of 15

Problem: 15 x 10 = ?

Solution: 15 x 10 = 150 (Fifteen times ten equals one hundred fifty.)

Example 9: Table of 12

Problem: 12 x 11 = ?

Solution: 12 x 11 = 132 (Twelve times eleven equals one hundred thirty-two.)

Tricks to easily Learn

1. Focus on Patterns: Notice the patterns within each table. For example, in the 12 table, observe that the units digit alternates between 2 and 4, while the tens digit increases by 1 each time.
2. Use Multiplication Tricks: Learn multiplication tricks for specific numbers. For example, to multiply by 12, you can multiply by 10 and then add twice the number. (e.g., 12 x 7 = (10 x 7) + (2 x 7) = 70 + 14 = 84)
3. Practice Skip Counting: Practice skip counting by the numbers in each table. For instance, for the 13 table, count by 13s: 13, 26, 39, 52, and so on.
4. Create Rhymes or Mnemonics: Create rhymes, songs, or mnemonic devices to help you remember the multiplication facts. For example, for 14 x 5, you could remember “14 days in a fortnight, 5 times over.”
5. Use Visual Aids: Make use of visual aids like flashcards, charts, or posters displaying the multiplication facts. Visualizing the numbers can aid in memorization.
6. Associate with Real-life Examples: Associate each multiplication fact with a real-life example or scenario. For instance, for 15 x 4, you could associate it with buying 4 packs of 15 candies each.
7. Practice with Quizzes or Games: Use online quizzes, games, or apps specifically designed for practicing multiplication tables. Interactive practice can make learning more engaging and effective.
8. Teach Someone Else: Teach the multiplication tables to someone else. Teaching requires you to understand the material thoroughly, which can reinforce your own learning.
9. Break it Down: Break down the tables into smaller sections and focus on mastering one section at a time. This can make the task seem less daunting.
10. Regular Review: Set aside regular time for reviewing the multiplication tables. Consistent practice and repetition are key to memorization.

FAQs

Why is it necessary to learn multiplication tables from 12 to 15?

Learning multiplication tables from 12 to 15 helps students perform quicker calculations and facilitates a smoother transition into higher mathematics, such as algebra and geometry. These tables are particularly useful in real-world applications like financial calculations and measurements.

What strategies can help in memorizing tables from 12 to 15?

• Repetition: Regularly reciting the tables aloud or writing them down.
• Pattern Recognition: Identifying and understanding patterns within each table to predict subsequent multiples.
• Mnemonic Devices: Creating rhymes or phrases that aid in recall.
• Real-world Application: Using these tables in practical scenarios, such as cooking or shopping, to see their utility.

What are the advantages of knowing these specific tables?

• Enhanced Mental Math Skills: Improves the ability to perform quick mental calculations.
• Academic Confidence: Mastery of these tables builds confidence in handling more difficult mathematical concepts.
• Efficiency in Problem Solving: Speeds up the process of solving complex math problems, both in academic settings and in everyday life.

How often should students practice these tables for maximum retention?

For best results, daily practice is recommended initially until students feel comfortable with the tables. After that, regular review sessions a few times a week can help maintain their proficiency.

Can mastering these tables help in subjects other than math?

Yes, a strong grasp of multiplication aids in subjects like physics, chemistry, economics, and computer science, where mathematical calculations are frequently used to solve problems and analyze data.