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What does the base ten system mean?
Base Ten means you multiply by 10 to get to the next higher place
How many times greater is the place value of a digit of a number than the place value of the next digits to its right?
In the decimal system, 10 times.
What is after one hundred million in the place value system?
In the US system, the next place to the left has a value of one billion to under ten billion, or units of billions. Then there is tens of billions, and hundreds of billions.
What is the base 10 number system?
In each place value there are only 10 digits that can be placed, 1,2,3,4,5,6,7,8,9,0. At that point then next place value is used. A different place value system in computers is the based two system. Its number system goes like this 0=0 1=1 10=2 11=3 100=4
How many times greater is the place value of a digit of a number than the place value of the next digits to its right without decimal system?
The place value of each digit is b times the place value of the digit to its right where b is the base for the system: whether that is binary, octal, decimal, duodecimal, hexadecimal, sexagesimal or some other value.
How many zeros in 90000 crores?
11
How many crores is 400 million?
Oh, isn't that a lovely question! 400 million is the same as 40 crores. Isn't it wonderful how numbers can be expressed in different ways? Just remember, whether it's crores or millions, each number is special in its own way.
When is maximizing revenue the same as maximizing profit?
It is same when your revenue increases and at the same time it manages to maintain its profit %. Assuming a company has a turnover of 100 crores and has a running expenditure of 75 crores then profit is 25 crores which is 25%. If the company takes steps to increase its turnover and manages to increase the total turnover the next year to 200 crores and manages to keep its expenditure to 150 crores, this implies that the profit this time around was the same 25% and hence profit maximization happened the same as revenue maximization. But it is seldom the case. In many cases when a company strives to increase either, the other takes a hit.
What does the base ten system mean?
Base Ten means you multiply by 10 to get to the next higher place
How many times greater is the place value of a digit of a number than the place value of the next digits to its right?
In the decimal system, 10 times.
What is after one hundred million in the place value system?
In the US system, the next place to the left has a value of one billion to under ten billion, or units of billions. Then there is tens of billions, and hundreds of billions.
How many times greater is the place value of a digits of a number than the place value of the next digit to its right?
In the decimal system, 10 times. In another system, where the base is x, it would be x times.
What is the base 10 number system?
In each place value there are only 10 digits that can be placed, 1,2,3,4,5,6,7,8,9,0. At that point then next place value is used. A different place value system in computers is the based two system. Its number system goes like this 0=0 1=1 10=2 11=3 100=4
What is the next number after 999?
The next number after 999 is 1000. In our base-10 number system, when we reach 9 and add 1, we "carry over" to the next place value, resulting in a 1 in the thousands place and 0s in the hundreds, tens, and ones places. So, the number that follows 999 is 1000.
How many times greater is the place value of a digit of a number than the place value of the next digits to the right?
In the decimal place value system, each digit is ten times bigger than the digit on its right
How many times greater is the place value of a digit of a number than the place value of the next digits to its right without decimal system?
The place value of each digit is b times the place value of the digit to its right where b is the base for the system: whether that is binary, octal, decimal, duodecimal, hexadecimal, sexagesimal or some other value.
When is the next summer elimpics taking place?
The next summer OLYMPICS take place in 2012 in London.
