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5 Billion||33, 500, 000, 000|. In figures, the digits in 33 billion are separated with commas and written as 33, 000, 000, 000. We get that 33 billion in numbers is 33000000000. If you could save $10, 000 every single day, then it would only take you 9, 041 years to save 33 billion. In this video you are going to see how to convert 33 billion to scientific notation in three easy steps explained in full detail. More scientific notation examples. Would 200 as a scientific notation be: 2. 33bn in m has been useful, please press the share buttons and don't forget to bookmark our if you have some time left, check out our recommended sites. 33bn, and for the result in million we use the short form m. Make sure to understand that 0. 33 billion is abbreviated as 0. Any other representation is still "legal", but it's not scientific notation. Finally, make sure to bookmark our site and please spread the news about our content.

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0000064 = 64/10000000. And if you wanted to be a real stickler about it, it's not in scientific notation because we have something here that could maybe be simplified a little bit. If you want to know what 33 billion in numbers is, then you have found the right article. That's 10 to the minus 1. And you could figure out 100 or 10 squared by saying, "OK, this is our largest term. " Write each of the following numbers in scientific notation.

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Now we will put 33 billion in the context of other things, so you can get a better idea of how much it really is: Spending: If you had 33 billion dollars, you could buy 1, 100, 000 cars at $30, 000/each or 165, 000 houses at $200, 000/each. We find the first non-zero number. That doesn't sound so bad, huh? I want to multiply it by -- let's say I have a really large number -- 3 2 -- I'm just going to throw a bunch of 0's here. You're not just counting the 0's. All we need to do to check our work is to carry out the multiplication illustrated in the scientific notation. What is 33 billion dollars in numbers? In general, a number in scientific notation is a number, m, multiplied by a power of 10, and it takes the following form: The m is called the number part, and we multiply the number part by 10 raised to some number n, where n is an integer.

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33 billion equals in lakhs and crores, numerals used to express large amounts in the Indian numbering system. If you multiply these two things, you'll get that right there. The English numeral 0. So it's equal to 10 to the 16th power. Maybe you could try it with something smaller than 10 to the 10. This shortcut can be applied to numbers in scientific notation. We'll see these in another module. As Sal explains at the end of the video, these are the same because each time the exponent moves, the decimal place moves in the other direction.

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The next number I'll do -- I'm having a lot of 7's here. She has 20 years of experience teaching collegiate mathematics at various institutions. In figures, 33 billion is written as 33, 000, 000, 000. It is much easier to compare the powers of and determine that the mass of the Earth is larger because it has a larger power of. Because when you write that in scientific notation it would be 7.

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Let me throw some commas here just to make this a little easier to look at. Let's say we had the numbers -- let me just make something really small -- 0. That's just like multiplying by 1 or dividing by 1. Ahead is the wrap-up of our post about thirty three billion in numbers. So if you divide this side by 10, you get 2. 23 times, we could say times 100, but we want to stay in scientific notation, so I'll write times 10 squared. Get unlimited access to over 88, 000 it now. 0000000 I'll just draw a couple more. Thirty-three billion`. Then we had 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12 0's. That's my first number. So if we multiply these two things, this is equivalent to 6 -- let me do it in a different color -- 6. So it's times 10 to the twelfth. We can apply scientific notation to small decimals as well.

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Let me divide this by 10. Scientific notation is essentially moving the decimal point from the end of the number to just before the first non-zero number. Now let's take a look at how this may be applicable in the real world. Example: Supposed a check in the amount of thirty-three billion: The "dollars" line would start with the amount in words as thirty-three billion. Or is it just socially acceptable to just only have 1 number in front of the decimal? I would definitely recommend to my colleagues. So we want to do -- again, we start with our largest term that we have. 33 billion in scientific notation = 3. Times 10 to the minus 6 times 10 to the 11th power. 33bn to m, fill in our calculator below; the conversion is conducted instantaneously. And hopefully this'll cover almost every case you'll ever see and then at the end of this video, we'll actually do some computation with them to just make sure that we can do computation with scientific notation. In figures, 33000000000 is written with thousand separators as 33, 000, 000, 000. And so the next question, you might say, "I'm done. Another way to think of it: this is a little bit more.

3 times 4 is 12, carry the 1. Let's do this one right here. 10^(-2) = 1/10^2 = 1/100. This image sums our content up: Similar conversions include, for example: For feedback, comments and questions use the designated form at the bottom of this post, or send us an email with the subject line 0. Additional Information About 33 Billion. Frequently Asked Questions. So when you have something in the denominator, you could write it this way. When the numbers get messy, it's probably a good idea to use a calculator. With the image below we conclude 33 billion in number form. 23 times 10 to the 10 and you will get this number. If you take apart 33 billion and turn it into millions you get: 33 billion = 33, 000 million. This is 1 over 10 to the minus 6. Note: This is true for any base, not just, but we will focus only on in this course. Living: If you could live for 33 billion minutes, you would live until you were 62, 785 years old.

So, in scientific notation it becomes 6. 33 × 1000000000 = 33000000000. For some reason, although we generally try to avoid using the "x" shaped multiplication symbol, it is frequently used with scientific notation. I think you get the idea now. Times 10 to the sixth. To clarify, all info provided on, unless stated otherwise, employs the standard dictionary short scale, commonly referred to as American English. We see that being able to read and use scientific notation is extremely useful, not only in the study of mathematics, but in our daily lives as well! It is only scientific notation if there is a single digit in front of the decimal. Now we have this character right here.