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Table of 33: Complete Multiplication Table Guide

Table of 33: Complete Multiplication Table Guide

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Step-by-Step Tricks to Learn the 33 Times Table Easily

Multiplication is one of the most fundamental mathematical concepts that students are taught from the beginning. A multiplication table shows the result of multiplying two integers.

The multiplication table of 33 is obtained by the product of consecutive natural numbers with the number 33. Another definition of the multiplication table of 33 is that multiples of 33 are represented by the multiplication table of 33. The multiplication table of 33 is helpful when we do arithmetic operations of extended multiplication, division, and fractions.

In this article, you can get the table of 33 from 1 up to 20.

Multiplication Table of 33 from 1 to 10

The 33 times table is given below from 1 to 10. It will be helpful for students to solve complex Maths problems and reduce the time of calculations.

33 x 1 = 33	33 x 6 =198
33 x 2 = 66	33 x 7 =231
33 x 3 =99	33 x 8 =264
33 x 4 =132	33 x 9 = 297
33 x 5 =165	33 x 10 =330

Tips and Tricks to Memorize the Table

Learning the table of 33 will provide a better understanding of multiplication operations and will help students solve long multiplication problems. There are some methods for memorizing it more quickly, which are listed below.

The difference between two consecutive products can be used to calculate the table of 33. Since the difference between two successive multiples in the 33 multiplication table is 33. As a result, students can obtain the complete multiples by adding 33 to the preceding number.
One short and easy trick to write a table of 33 is to add the table of 30 and 3 together. The table of 30 and 3 is very easy to remember so this trick is very simple for kids.

Table of 30	Table of 3	Table of 33
30 x 1 = 30	3 x 1 = 3	33 x 1 = 33
30 x 2 = 60	3 x 2 = 6	33 x 2 = 66
30 x 3 =90	3 x 3 =9	33 x 3 =99
30 x 4 =120	3 x 4 =12	33 x 4 =132
30 x 5 =150	3 x 5 =15	33 x 5 =165
30 x 6 =180	3 x 6 =18	33 x 6 = 198
30 x 7 =210	3 x 7 =21	33 x 7 = 231
30 x 8 =240	3 x 8 =24	33 x 8 =264
30 x 9 = 270	3 x 9 = 27	33 x 9 = 297
30 x 10 =300	3 x 10 =30	33 x 10 =330

Solved Questions Based on Multiplication Table of 33

Solved problems of different types, such as word problems, numerical problems, and MCQs, are given to teach students how to use the multiplication table of 33 for solving problems.

Some word problems based on the multiplication table of 33 are provided below.

Word Problems Based on the Multiplication Table of 33

1: Kiara used to cook three dishes per day. Calculate how many dishes she will cook in 33 days.

Solution: According to the question, the number of dishes cooked by Kiara per day is 3.

From the multiplication table of 33, 33 x 3 = 99

Therefore dishes cooked by Kiara in 33 days will be 99.

2: Peter Jogs 4 kilometers per day. With the help of the multiplication table of 33, find how many kilometers he jogs in 33 days?

Solution: According to the question, Peter Jogs 4 kilometers per day.

Therefore, the total kilometers traveled after 33 days is,

33 × 4 = 132 kilometers.

Table of 33 Practice Questions

1: A box can contain up to 33 glasses. How many boxes are required to pack all 363 glasses?

Answer: 11 Boxes.

2: How many wheels are there on 33 bikes if each bike has 2 wheels?

Answer: 66 wheels

Number Problems Based on Multiplication Table of 33

1: What are 33 times 19 minus 33 plus 2?

Solution: From the table of 33, 33 times 19 is 627. So we can write 33 times 19 minus 33 plus 2 mathematically as

33 × 19 - 33 + 2 = 627 - 33 + 2 = 596

2: 33 times what number is equal to 396?

Solution: From multiplication table 33, we find out that 33 times 12 equals 396.

33 x 12 = 396

Hence, 33 times 12 is equal to 396.

Practice Questions

1: Calculate the value of 8 plus 33 times 5 minus 3 times 33 with the help of the multiplication table of 33.

Answer: 74.

2: Find the value of 33 times 16 minus 4 with the use of the table of 33.

Answer: 524

MCQ Question Based on Table of 33

Question: Calculate (33 × 16) + ( 33 × 10)

Answer: (C)

Solution: Using the multiplication table of 33,

= (33 × 16) + ( 33 × 10)

= 528 + 330

= 858

Practice Question

1. What is 8 times 33?

Answer: A

Table Chart of 33 from 11 to 20

The multiplication table of 33 from 11 up to 20 is given below.

33 x 11 = 363	33 x 16 =528
33 x 12 = 396	33 x 17 =561
33 x 13 =429	33 x 18 =594
33 x 14 =462	33 x 19 = 627
33 x 15 =495	33 x 20 =660

How to Read the Table to Your Kid?

Read the multiplication table of 33 in front of your children and ask them to repeat it after you.

Thirty-three times one is equal to thirty-three.
Thirty-three times two is equal to sixty-six.
Thirty-three times three is equal to ninety-nine.
Thirty-three times four is equal to one hundred and thirty-two.
Thirty-three times five is equal to one hundred and sixty-five.
Thirty-three times six is equal to one hundred and ninety-eight.
Thirty-three times seven is equal to two hundred and thirty-one.
Thirty-three times eight is equal to two hundred and sixty-four.
Thirty-three times nine is equal to two hundred and ninety-seven.
Thirty-three times ten is equal to three hundred and thirty.

Conclusion

The article on the multiplication table of 33 is interesting for kids as it covers all the important points of the multiplication table.

Questions based on a multiplication table of 33 are also given in the article which will help students practice the table of 33. Students will also improve their ability in mathematical calculations.

FAQs on Table of 33: Complete Multiplication Table Guide

1. What is the sum of the first ten multiples of 33?

We can get the first ten multiples of 33 from the multiplication table of 33. The first ten multiples of 33 are 33, 66, 99, 132, 165, 198, 231, 264, 297 and 330.

The sum of first ten multiples of 33 is 33 + 66 + 99 + 132 + 165 + 198 + 231 + 264 + 297 + 330 = 1815

2. Is the number 33 a composite or a prime number?

A prime number has exactly two factors, whereas a composite number has more than two. So, 33 is a composite number and NOT a prime number because it has more than two factors, i.e. 1, 3, 11, and 33.