Q.

How many zeros are there in 10 crores?

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a

6 zeros

b

5 zeros

c

7 zeros

d

8 zeros

answer is D.

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Detailed Solution

The number 10 crores is written as 10,00,00,000 in the Indian numbering system, which contains 8 zeros. In the international numbering system, 10 crores is equivalent to 100 million and is written as 100,000,000, which also has 8 zeros.

Understanding 10 Crore

In the Indian numbering system, large numbers are expressed using terms like lakh and crore. Specifically, 10 crore equals 10,00,00,000, making it a number with 9 digits and 8 zeros after the digit 1. The same value in the international numbering system is referred to as 100 million, written as 100,000,000.

10 Crore: History and Representation

The term "crore" originates from the Sanskrit word koṭi, meaning ten million. This term is commonly used in countries like India, Nepal, Bangladesh, and Pakistan. While "crore" is widely used in the Indian numbering system, the international system uses "million" and "billion" to represent large numbers.

  • 10 crore in the Indian system: 10,00,00,000
  • 10 crore in the International system: 100,000,000
  • Number of zeros in 10 crore: 8

How Many Zeros in 5 Crore?

Similarly, 5 crore is written as 5,00,00,000 in the Indian system, which has 7 zeros. In the international system, it is equal to 50 million and is written as 50,000,000, also containing 7 zeros.

Conversion: Indian System to International System

To understand the equivalence of crores in the international numbering system:

  • 1 crore = 10 million
  • 10 crore = 100 million
  • 5 crore = 50 million

List of Numbers in Indian and International Systems

Indian SystemInternational SystemNumeric ValueZeros
One LakhHundred Thousand1,00,0005
One CroreTen Million1,00,00,0007
10 CroresHundred Million10,00,00,0008
5 CroresFifty Million5,00,00,0007

Conclusion

The number 10 crore contains 8 zeros, while 5 crore has 7 zeros. In the Indian numbering system, 10 crores is expressed as 10,00,00,000 and in the international system as 100,000,000. This system of representation provides clarity when comparing large numbers across different numeral conventions.

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