Table of 325

Table of 325

Edited By Team Careers360 | Updated on Aug 09, 2023 12:24 PM IST

Importance of Multiplication

Multiplication is a key component of various mathematical concepts, playing a significant role in solving a range of problems. From calculating the perimeter of a shape to solving complex equations, multiplication is an indispensable tool. Learning the times tables can deepen a child's understanding of mathematics and promote greater interest in the subject. Furthermore, quick and accurate multiplication skills can enhance efficiency and productivity in a variety of tasks, which may lead to increased self-confidence and motivation. As multiplication is a crucial foundation for more advanced mathematical concepts, developing a solid understanding of it is vital for success in both academic and practical situations.

Addition form:

325 = 325

325 + 325 = 650

325 + 325 + 325 = 975

325 + 325 + 325 + 325 = 1300

325 + 325 + 325 + 325 + 325 = 1625

325 + 325 + 325 + 325 + 325 + 325 = 1950

325 + 325 + 325 + 325 + 325 + 325 + 325 = 2275

325 + 325 + 325 + 325 + 325 + 325 + 325 + 325 = 2600

325 + 325 + 325 + 325 + 325 + 325 + 325 + 325 + 325 = 2925

325 + 325 + 325 + 325 + 325 + 325 + 325 + 325 + 325 + 325 = 3250

Addition form:

325	×	1	=	325
325	×	2	=	650
325	×	3	=	975
325	×	4	=	1300
325	×	5	=	1625
325	×	6	=	1950
325	×	7	=	2275
325	×	8	=	2600
325	×	9	=	2925
325	×	10	=	3250

Solved Examples of Table 325

To multiply 325 by 2, we can use the following steps:

Write down the number 325 and double it to obtain 650.
Write down the result 650 and double it again to obtain 1300.
Write down the result 1300 and double it once more to obtain 2600.

Therefore, the product of 325 and 2 is 2600.

Frequently Asked Questions (FAQs)

1. Is 325 a composite number?

Yes, 325 is a composite number.

2. Estimate 325 times 16 plus 30 minus 5.

325 times 16 plus 30 minus 5

= 325 x 16 + 30 – 5

= 5200 + 30 – 5

= 5225

3. What is a composite number?

Composite numbers are whole numbers that can be evenly divided by more than two numbers. These numbers are called composites because they are composed of at least three factors, unlike prime numbers which have only two factors, 1 and the number itself. Any natural number that is not prime can be considered as composite. This is because composite numbers have more than two factors that can be divided into them. In other words, composite numbers are the opposite of prime numbers. Understanding the difference between prime and composite numbers is an important concept in mathematics.

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