Tables 31 to 40

Tables 31 to 40

Multiplication tables from 31 to 40 encompass a range of products that are essential for advanced mathematical calculations and practical applications. Learning these tables enhances the ability to quickly perform multiplications that are crucial in fields such as engineering, computer science, and finance. Mastering these tables not only aids in academic pursuits but also simplifies complex calculations in daily life and professional settings.

Download Tables From 31 to 40 Chart Pdf

Tables from 31 to 40 chart

These tables extend beyond the basic multiplication facts commonly taught in early education, providing a foundation for more complex arithmetic operations and problem-solving skills. A chart for tables 31 to 40 is particularly useful for students in upper elementary and middle school, as it prepares them for higher-level math concepts and exams.

Download Tables From 31 to 40 Chart Pdf

31-40 Multiplication Tables List with Chart and pdf

Table 31	Table 32	Table 33	Table 34	Table 35
Table 36	Table 37	Table 38	Table 39	Table 40

Multiplication Tables 31 to 40

Tables 31 to 35

31 Table	32 Table	33 Table	34 Table	35 Table
31 × 1 = 31	32 × 1 = 32	33 × 1 = 33	34 × 1 = 34	35 × 1 = 35
31 × 2 = 62	32 × 2 = 64	33 × 2 = 66	34 × 2 = 68	35 × 2 = 70
31 × 3 = 93	32 × 3 = 96	33 × 3 = 99	34 × 3 = 102	35 × 3 = 105
31 × 4 = 124	32 × 4 = 128	33 × 4 = 132	34 × 4 = 136	35 × 4 = 140
31 × 5 = 155	32 × 5 = 160	33 × 5 = 165	34 × 5 = 170	35 × 5 = 175
31 × 6 = 186	32 × 6 = 192	33 × 6 = 198	34 × 6 = 204	35 × 6 = 210
31 × 7 = 217	32 × 7 = 224	33 × 7 = 231	34 × 7 = 238	35 × 7 = 245
31 × 8 = 248	32 × 8 = 256	33 × 8 = 264	34 × 8 = 272	35 × 8 = 280
31 × 9 = 279	32 × 9 = 288	33 × 9 = 297	34 × 9 = 306	35 × 9 = 315
31 × 10 = 310	32 × 10 = 320	33 × 10 = 330	34 × 10 = 340	35 × 10 = 350

Tables 36 to 40

36 Table	37 Table	38 Table	39 Table	40 Table
36 × 1 = 36	37 × 1 = 37	38 × 1 = 38	39 × 1 = 39	40 × 1 = 40
36 × 2 = 72	37 × 2 = 74	38 × 2 = 76	39 × 2 = 78	40 × 2 = 80
36 × 3 = 108	37 × 3 = 111	38 × 3 = 114	39 × 3 = 117	40 × 3 = 120
36 × 4 = 144	37 × 4 = 148	38 × 4 = 152	39 × 4 = 156	40 × 4 = 160
36 × 5 = 180	37 × 5 = 185	38 × 5 = 190	39 × 5 = 195	40 × 5 = 200
36 × 6 = 216	37 × 6 = 222	38 × 6 = 228	39 × 6 = 234	40 × 6 = 240
36 × 7 = 252	37 × 7 = 259	38 × 7 = 266	39 × 7 = 273	40 × 7 = 280
36 × 8 = 288	37 × 8 = 296	38 × 8 = 304	39 × 8 = 312	40 × 8 = 320
36 × 9 = 324	37 × 9 = 333	38 × 9 = 342	39 × 9 = 351	40 × 9 = 360
36 × 10 = 360	37 × 10 = 370	38 × 10 = 380	39 × 10 = 390	40 × 10 = 400

Solved Examples of Tables 31 to 40

Example 1: Table of 31

Problem: 31 x 9 = ?

Solution: 31 x 9 = 279 (Thirty-one times nine equals two hundred seventy-nine.)

Example 2: Table of 32

Problem: 32 x 5 = ?

Solution: 32 x 5 = 160 (Thirty-two multiplied by five results in one hundred sixty.)

Example 3: Table of 33

Problem: 33 x 7 = ?

Solution: 33 x 7 = 231 (Thirty-three times seven yields two hundred thirty-one.)

Example 4: Table of 34

Problem: 34 x 8 = ?

Solution: 34 x 8 = 272 (Thirty-four times eight equals two hundred seventy-two.)

Example 5: Table of 35

Problem: 35 x 10 = ?

Solution: 35 x 10 = 350 (Thirty-five multiplied by ten results in three hundred fifty.)

Example 6: Table of 36

Problem: 36 x 6 = ?

Solution: 36 x 6 = 216 (Thirty-six times six equals two hundred sixteen.)

Example 7: Table of 37

Problem: 37 x 4 = ?

Solution: 37 x 4 = 148 (Thirty-seven times four yields one hundred forty-eight.)

Example 8: Table of 38

Problem: 38 x 9 = ?

Solution: 38 x 9 = 342 (Thirty-eight multiplied by nine results in three hundred forty-two.)

Example 9: Table of 39

Problem: 39 x 3 = ?

Solution: 39 x 3 = 117 (Thirty-nine times three equals one hundred seventeen.)

Example 10: Table of 40

Problem: 40 x 7 = ?

Solution: 40 x 7 = 280 (Forty times seven results in two hundred eighty.)

Tricks to easily Learn

1. Patterns and Relationships: Look for patterns and relationships within the multiplication tables. For example, notice how the last digit repeats every ten multiples (e.g., 31, 41, 51, etc.). Understanding these patterns can help you remember the multiples more easily.
2. Break Down the Multiplication: Break down larger multiplications into smaller, more manageable parts. For instance, to calculate 32 × 5, you can first calculate 30 × 5 and then add 2 × 5 to the result.
3. Use Known Multiplications: Relate the tables of 31 to 40 to those you already know. For example, if you know that 4 × 9 = 36, then you can use this to remember that 34 × 9 = 306 (just add a zero to 36).
4. Visualize Multiplication: Visualize the multiplication process. You can use arrays or grids to visualize the multiplication of two numbers. For example, for 36 × 7, you can visualize a grid with 36 rows and 7 columns, and count the intersections to get the answer.
5. Practice with Flashcards: Create flashcards with multiplication questions on one side and the answers on the other side. Shuffle the flashcards and practice them regularly to reinforce your memory.
6. Use Mnemonics: Create mnemonic devices or memorable phrases to associate with each multiplication. For example, for 32 × 8, you could use the phrase “Thirty-two ate a cake” to remember that the answer is 256.
7. Grouping Method: Group similar multiplications together and find similarities between them. For instance, notice that multiples of 4 have a pattern in their last two digits (e.g., 32, 36, 40).
8. Practice Regularly: Regular practice is key to memorizing multiplication tables. Set aside some time each day to practice and review the tables of 31 to 40 until you feel comfortable with them.

FAQs

Why is it important to learn the tables of 31 to 40?

Learning multiplication tables up to 40 is important because it builds a strong foundation for mathematical skills. It enhances mental arithmetic, improves problem-solving abilities, and facilitates quicker calculations in daily life and academic settings.

How can I memorize the tables of 31 to 40 more easily?

There are several techniques you can use to memorize these tables more easily, such as identifying patterns, breaking down multiplications, using mnemonic devices, practicing with flashcards, and visualizing multiplication.

What are some common patterns in the tables of 31 to 40?

Some common patterns include:

• The last digit repeats every ten multiples (e.g., 31, 41, 51).
• Similarities in the last two digits for multiples of the same number (e.g., 32, 36, 40 for multiples of 4).

What are some real-life applications of the tables of 31 to 40?

The tables of 31 to 40 are used in various real-life situations such as calculating prices, measuring distances, determining quantities in recipes, understanding financial transactions, and solving problems in fields like engineering, science, and technology.

How can I help my child learn the tables of 31 to 40?

You can help your child by making learning fun through games, providing visual aids, encouraging regular practice, using real-life examples, offering rewards for progress, and being patient and supportive throughout the learning process.