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[[1]] lakhs make a billion.
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Detailed Solution
Concept: 10,000 lakhs make a billion.To do this, we must comprehend the differences between the Indian and international number systems. We shall define both the systems and demonstrate how they are written since lakh is from the Indian numeral system and billions are from the International system. The number of lakhs in a billion will then be determined by comparing the zeroes in each of the figures.
We are aware that prior to the invention of numerals, counting was done by utilizing actual things like sticks or stones. Following that, people used lines and rock markers for a very long period. The necessity for a common counting system, which is a mathematical language for expressing numbers using digits and symbols, arose when the numbers eventually existed.
We therefore use two numerical systems, one of which is Indian and the other international:
Let's talk about the Indian number system: Therefore, we first determine the place value of each digit in any given number, which is defined as the numerical value of a digit based on its position in a number. the Indian method of numeration
Ones, Tens, Hundreds, Thousands, Ten Thousand, Lakhs, Ten Lakhs, Crores, and so on are the place values of the digits.
Here's an illustration: 13,20,12,541
1 = One, 4 = Ten, 5 = Hundred, 2 = Thousand, 1 = Ten Thousand, 0 = Lakh, 2 = Ten Lakh, 3 = Crores, and 1 = Ten Crores.
Typically, we display Indian system numbers as follows:
One equals one ten, one hundred, one million, and one.
10,000 is equal to 10,000.
One thousand equals one hundred thousand, ten thousand equals one hundred thousand.
Ten crores are equal to one crore (1,000,000) .
Now let’s discuss the International Numeral system : The place values of digits go in the sequence of Ones, Tens, Hundreds, Thousands, Ten Thousand, Hundred Thousands, Millions, Ten Million and so on, in the worldwide system of numbers Let's use the same illustration we previously used: 13,20,12,541
1 = One, 4 = Ten, 5 = Hundred, 2 = Thousands, 1 = Ten Thousand, 0 = Hundred Thousand, 2 = Millions, 3 = Ten Millions, and 1 = Hundred Millions.
In the international system, numbers are typically displayed as follows:
One equals one ten, one hundred, one million, and one.
Ten thousand Equals ten thousand one hundred thousand
One million is one million.
10,000,000 = 10,000,000 100,000,000 = 100,000,000
1,000,000,000 is one billion.
We now need to determine how many lakhs there are in one billion.
1,000,000,000 is one billion, and 100,000 is one lakh.
One Lakh = One Billion; One Billion = n.
One lakh is equal to 1,000,000,000,000,000, or 10,000.
Thus, we can observe that there are 10,000 lakhs in a billion.
Hence, the answer is 10,000 lakh.
We are aware that prior to the invention of numerals, counting was done by utilizing actual things like sticks or stones. Following that, people used lines and rock markers for a very long period. The necessity for a common counting system, which is a mathematical language for expressing numbers using digits and symbols, arose when the numbers eventually existed.
We therefore use two numerical systems, one of which is Indian and the other international:
Let's talk about the Indian number system: Therefore, we first determine the place value of each digit in any given number, which is defined as the numerical value of a digit based on its position in a number. the Indian method of numeration
Ones, Tens, Hundreds, Thousands, Ten Thousand, Lakhs, Ten Lakhs, Crores, and so on are the place values of the digits.
Here's an illustration: 13,20,12,541
1 = One, 4 = Ten, 5 = Hundred, 2 = Thousand, 1 = Ten Thousand, 0 = Lakh, 2 = Ten Lakh, 3 = Crores, and 1 = Ten Crores.
Typically, we display Indian system numbers as follows:
One equals one ten, one hundred, one million, and one.
10,000 is equal to 10,000.
One thousand equals one hundred thousand, ten thousand equals one hundred thousand.
Ten crores are equal to one crore (1,000,000) .
Now let’s discuss the International Numeral system : The place values of digits go in the sequence of Ones, Tens, Hundreds, Thousands, Ten Thousand, Hundred Thousands, Millions, Ten Million and so on, in the worldwide system of numbers Let's use the same illustration we previously used: 13,20,12,541
1 = One, 4 = Ten, 5 = Hundred, 2 = Thousands, 1 = Ten Thousand, 0 = Hundred Thousand, 2 = Millions, 3 = Ten Millions, and 1 = Hundred Millions.
In the international system, numbers are typically displayed as follows:
One equals one ten, one hundred, one million, and one.
Ten thousand Equals ten thousand one hundred thousand
One million is one million.
10,000,000 = 10,000,000 100,000,000 = 100,000,000
1,000,000,000 is one billion.
We now need to determine how many lakhs there are in one billion.
1,000,000,000 is one billion, and 100,000 is one lakh.
One Lakh = One Billion; One Billion = n.
One lakh is equal to 1,000,000,000,000,000, or 10,000.
Thus, we can observe that there are 10,000 lakhs in a billion.
Hence, the answer is 10,000 lakh.
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