The given value 2000000000000000 is represented as 2×\(10^{15}\) and called 2 quadrillions or 2000 trillions or 2 million billion.
What is the place value of a number?
- This is the system in which the position of a digit in a number determines its value.
- There are different kinds of place value systems available throughout the world. One is the international place value system.
- It shows from one's position to a hundred million.
- 1 million is written as 1,000,000 or \(10^{6}\).
What will be the place value after i million?
After 1 million there will be, ten million (\(10^7\)), a hundred million (\(10^8\)), billion (\(10^9\)), trillion (\(10^1^2\)), quadrillion (\(10^1^5\)), quintillion (\(10^1^8\)), and so on.
Rewriting the given number:
The given number is 2000000000000000 and has 15 zeros.
The number is written according to the place value (period)
⇒ 2,000,000,000,000,000
⇒ 2 × \(10^1^5\)
So, the number is 2 quadrillion (since it has \(10^1^5\))
This can also be represented as below:
Since we know that 1 million is \(10^{6}\), we can write
⇒ 2×\(10^9\)×\(10^6\)
⇒ 2 million billion
or
⇒ 2×\(10^3\)×\(10^1^2\)
⇒ 2000 trillion
Therefore, 2000000000000 is represented by 2 quadrillions or 2 million billion or 2000 trillion.
Learn more about place value systems here:
https://brainly.com/question/904613
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