from right to left, numbers are identified by:
ones, tens, hundreds, thousands, ten-thousands, hundred-thousands, millions, ten-millions ... and so on.
a quicker way is to remember that a thousand has 3 places after it. 1,000.
a million has 6 places: 1,000,000. A billion has 9: 1,000,000
So, 163.7 million dollars means you have 163 followed by 6 places AND the first place after the comma, would be a 7
$163,700,000
To find the sum of the numbers .09, 3.706, 54.23, and .1637, simply add them together: 0.09 + 3.706 + 54.23 + 0.1637 = 58.1897. Thus, the total is 58.1897.
There are 0.3048 metres in one foot. Therefore, rounded to two decimal places, 1637 metres is equal to 1637/0.3048 = 5370.73 feet.
René Descartes in 1637.
1637
Rafael Bombelli defined imaginary numbers in 1572, and Descartes named them 'imaginary' in 1637. It wasn't until the work of Euler in the 1700's that a usefulness for imaginary numbers was found, though. See the Wikipedia articles I linked for some good information on imaginary and complex numbers. I also linked an explanatory video that is pretty good as well.
mille six cent trente sept
To find the sum of the numbers .09, 3.706, 54.23, and .1637, simply add them together: 0.09 + 3.706 + 54.23 + 0.1637 = 58.1897. Thus, the total is 58.1897.
It is "mil seiscientos treinta y siete."
It is 1044, the number halfway between the two middle numbers when they are arranged in order.
I bought the same model in good condition for 150 US dollars
May 17, 1637 fell on a Sunday .
May 17, 1637 fell on a Sunday.
There are 0.3048 metres in one foot. Therefore, rounded to two decimal places, 1637 metres is equal to 1637/0.3048 = 5370.73 feet.
1637 was a non-leap year, therefore, it contained 365 days.
1637
Rene Descartes came up with the word imaginary in 1637 to describe them. It was a derogatory term. He (and many other mathematicians of that age) did not like imaginary numbers. Many people didn't believe in them, because they were not real.
1637