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In words, 72000 is Seventy-Two Thousand. Counting and other basic mathematical concepts can be efficiently learned here. You can say "I bought a bike for Seventy-two Thousand Rupees" if the bike costs Rs. 72000. The English alphabet is used to represent numerals in words. Here, the concept of numbers in words is simply taught to help students' mental understanding.
We can prepare a place value chart based on the positions of digits and thus, their corresponding place values can be given as follows:
Ten Thousands | Thousands | Hundreds | Tens | Units |
---|---|---|---|---|
7 | 2 | 0 | 0 | 0 |
7 ten thousands = 70000 | 2 thousands = 2000 | 0 hundreds = 000 | 0 tens = 00 | 0 units = 0 |
We can write the expanded form as
\[\begin{align}
& =7\times ten thousand+2\times thousand+0\times hundred+0\times ten+0\times one \\
& =7\times 10000+2\times 1000 \\
& =70000+2000 \\
& =72000 \\
\end{align}\]
As a result, 72000 in words is forty thousand five hundred.
The natural number 72000 comes before 72001 and follows 71999 in the sequence.
Is the number 72000 odd? – No
Is the number 72000 even? – Yes
Is 72000 a square with a perfect sum? – No
Is 72000 the ideal number for a cube? – No
72000: Is it a prime number? – No
72000: Is it a composite number? – Yes
\[{{\left( 72000 \right)}_{10}}={{\left( 10001100101000000 \right)}_{2}}\]
\[268.328157\]
72000 is obtained by simplifying \[14400+57600\].
\[{{2}^{6}}\times {{3}^{2}}\times {{5}^{3}}\] is the prime factorization of 72,000. 72,000 is a composite number since it contains 11 total prime components.
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