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Table of 30: Multiplication Chart, Patterns & Examples

Table of 30: Multiplication Chart, Patterns & Examples

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What Is Table of 30?

Multiplication table is one of the pillars of mathematics. It becomes very important for the students to learn the multiplication table to solve the other mathematical problems.

By learning the multiplication table, the students will excel in mental maths and it will also boost their confidence. In this article, we will discuss the multiplication table of 30. Read more to learn the tricks and tips to memorise the table of 30.

Table Chart of 30 from 1 to 10

Now let's read the multiplication table of 30 from 1 to 10.

30 × 1 = 30	30 × 6 = 180
30 × 2 = 60	30 × 7 = 210
30 × 3 = 90	30 × 8 = 240
30 × 4 = 120	30 × 9 = 270
30 × 5 = 150	30 × 10 = 300

Short Tricks Or Verdict Shortcuts

Here we have provided two simple tricks to learn the multiplication table of 30.

The first trick is to read the table aloud as much as you can, and as many times as you can. It will fix the rhythm and related numbers to your mind.
Another trick to easily remember the table of 30 is by keeping in mind the table of 3. If we add 0 in the units placed in the table of 3, it will result in the table of 30.

Refer to the table below for a better understanding.

Table of 3	Add 0 in the Unit Place	Table of 30
3 x 1 = 3	30	30 × 1 = 30
3 x 2 = 6	60	30 × 2 = 60
3 x 3 = 9	90	30 × 3 = 90
3 x 4 = 12	120	30 × 4 = 120
3 x 5 = 15	150	30 × 5 = 150
3 x 6 = 18	180	30 × 6 = 180
3 x 7 = 21	210	30 × 7 = 210
3 x 8 = 24	240	30 × 8 = 240
3 x 9 = 27	270	30 × 9 = 270
3 x 10 = 30	300	30 × 10 = 300

Classroom Tips

In this section, we are going to solve a few questions based on the multiplication table of 30. These solved questions are provided in the form of word problems, multiple-choice, or numerical. We have also provided a few practice questions which you can solve to get a clear understanding.

Try These Yourself

1. Rita writes 15 pages in a day. How many pages can she write in 30 days?

Solution:

Total pages written by Rita in a day = 15

i.e., 1(day) × 15 (pages)= 15 pages

Therefore, the total number of pages that Rita can write in 30 days

= 30 (days) x 15 (pages)

= 450 pages.

2. There are 5 pencils in a pencil box. How many pencils are there in 30 pencil boxes?

Solution:

Total number of pencils in 1 pencil box = 5

Therefore, the total number of pencils in 30 pencil boxes = 5 × 30

= 150 pencils

Practice Questions

Question 1: Meera can read 12 pages of a book in 1 hour, how many pages can be read by Meera in 30 hours.

Answer: 360 pages.

Question 2: Find the value of 30 times 18 using the multiplication table of 30.

Answer: 540

Solved MCQs on Table 30 with Practice Questions

Question 1: How many times should we multiply 30 to get 420?

15 times
14 times
12 times
16 times

Solution: (b) 14 times 30 = 30 x 14 = 420.

Practice Question

Question: What should be multiplied by 30 to get 570?

Answer:(c)

Number Problems Using the Table of 63

1. Using the table of 30, find the value of 12 plus 30 times 14 minus 30 times 13.

Solution: First, let us find out the value of 30 times 14, i.e., 30 x 14 = 420

Second, 12 plus 30 times 14 = 12 + 420 = 432

Now, 30 times 13 = 30 x 13 = 390

Therefore, 12 plus 30 times 14 minus 30 times 13 = 432 - 390 = 42.

Practice Question

Question: Find out the value of 30 times 5 minus 8 plus 30 times 2.

Answer: 202

Table Chart of 30 from 11 to 20

To keep the multiple of 30 on your tips, it is useful if you can remember the table from 11 to 20 as well. Refer to the image given below, the same is provided in the PDF, which can be easily downloaded and printed.

30 × 11 = 330	30 × 16 = 480
30 × 12 = 360	30 × 17 = 510
30 × 13 = 390	30 × 18 = 540
30 × 14 = 420	30 × 19 = 570
30 × 15 = 450	30 × 20 = 600

The following table chart will make this multiplication effortless for your kids.

Thirty ones are thirty
Thirty twos are sixty
Thirty threes are ninety
Thirty fours are one hundred and twenty
Thirty fives are one hundred and fifty
Thirty sixes are one hundred and eighty
Thirty sevens are two hundred and ten
Thirty eights are two hundred and forty
Thirty nines are two hundred and seventy
Thirty tens are three hundred

Wrapping It All Up!

So, now you get familiar with the table of 30. To memorise it, you can follow any of the given tricks but you must revise the table 30 times regularly. We have also provided you with a free PDF to access the table anytime and anywhere.

Learning this table will help you to solve complex problems easily and efficiently.

FAQs on Table of 30: Multiplication Chart, Patterns & Examples

1. What is the Table of 30?

The Table of 30, also known as the 30 times table or multiples of 30, shows the results of multiplying the number 30 by whole numbers (1, 2, 3, and so on). It's a fundamental concept in mathematics, crucial for building a strong understanding of multiplication and aiding quick calculations.

2. How do I write the Table of 30 up to 10?

To write the Table of 30 up to 10, simply multiply 30 by each number from 1 to 10:
• 30 × 1 = 30
• 30 × 2 = 60
• 30 × 3 = 90
• 30 × 4 = 120
• 30 × 5 = 150
• 30 × 6 = 180
• 30 × 7 = 210
• 30 × 8 = 240
• 30 × 9 = 270
• 30 × 10 = 300

3. What is the fastest way to remember the Table of 30?

The quickest way to memorize the Table of 30 is to identify the pattern: each subsequent number increases by 30. You can also use the Table of 3 as a shortcut; simply multiply the number by 3 and add a zero. Regular practice, using flashcards or online games, also significantly improves memorization.

4. Is the Table of 30 used in competitive and board exams?

Yes, knowledge of the Table of 30 is beneficial in various competitive and board exams. It helps in quickly solving multiplication problems, particularly in sections focused on mental math or quick calculations. Understanding higher multiplication tables also improves problem-solving skills for more complex questions.

5. Are there any tricks or shortcuts for the Table of 30?

Yes, one easy trick involves using the Table of 3. Multiply the desired number by 3, then add a zero to the result. For example, for 30 × 7: 3 × 7 = 21, add a zero to get 210. Another helpful technique is recognizing the pattern of adding 30 to each previous answer in the table.

6. How can I use the Table of 30 to solve word problems?

Word problems often require applying multiplication. If a problem involves groups or sets of 30, using the Table of 30 makes calculations much faster. For example, if you have 12 boxes each containing 30 pencils, then the total number of pencils is 12 x 30 = 360 (from the table).

7. What pattern is observed in the Table of 30?

The most prominent pattern in the Table of 30 is that each multiple is 30 more than the previous one. This constant difference of 30 creates an arithmetic sequence. The ones digit follows a repeating pattern of 0.

8. How does the Table of 30 relate to the concept of multiples and factors?

Each number in the Table of 30 is a multiple of 30. A multiple is the product of a number and any whole number. Conversely, 30 is a factor of each number in its table. A factor is a number that divides another number without leaving a remainder.

9. What are some real-life applications of the Table of 30?

The Table of 30 is useful in various real-life scenarios, such as:
• Calculating the total cost of items priced at ₹30 each
• Determining the total number of objects in groups of 30
• Calculating distances or time intervals involving multiples of 30

10. Can I download a printable Table of 30 chart?

Yes, printable charts of the Table of 30 are readily available online. Searching for "Table of 30 PDF" or "printable 30 times table" will yield many results. These charts provide a handy reference for learning and revision.

11. How can I use the Table of 30 for checking division problems?

You can verify division answers by using multiplication. If you divide a number by 30 and get a quotient, multiply that quotient by 30. If the result is the original number, the division is correct.

12. What are the first five multiples of 30?

The first five multiples of 30 are 30, 60, 90, 120, and 150. These are obtained by multiplying 30 by 1, 2, 3, 4, and 5 respectively.