5.4 x 10^6
It is 3.1*10^10 in scientific notation
0.5 in Scientific Notation = 5 x 10-1
5.4 X 106-------------------Instead of giving you the answer for the question only, let met explain this to you.5400000You want to write 5400000 in scientific notation.after 54, 00000 is merely a place holder.These need to be separated from the actual important number "54"scientific notation always follow the formula: (A) x 10^(B), where (A) should not be smaller than 1 AND should be smaller than 10. (B) should be integer only (negative, 0 or positive)To write 5400000 in scientific notation:see where you can place a decimal to make (A) for your scientific notation formula. 0.54 is too small, and 54 is too big. 5.4 works perfect for (A) - remember (A) should not be smaller than 1 AND should be smaller than 10.then it's 5.4 00000 - Look at your decimal. To find out your (B) from your sci. notation, we have to find out how far is the decimal (the decimal that you just placed between 5 and 4) from your decimal location "ones" (for 5400000, it's the last 0 from right). You "hop" the little dot that is between 5.4 to the "ones" decimal. how many times did it hop? 6 times! (B) is positive when a number (before you do scientific notation) is larger than 10. Your number is much larger than 10 (5400000, duh!). Your (B) is 6.(A) x 10^(B) is the scientific notation formula. our (A) is 5.4 and our (B) is 6. Plug-n-chug time~!Your answer is 5.4 x 10^6It is: 5.4*10^6 in scientific notation
38,000,000 in Scientific Notation = 3.8 x 107
2,700,000 in scientific notation is: 2.7 x 106
It is 3.1*10^10 in scientific notation
0.5 in Scientific Notation = 5 x 10-1
5.4 X 106-------------------Instead of giving you the answer for the question only, let met explain this to you.5400000You want to write 5400000 in scientific notation.after 54, 00000 is merely a place holder.These need to be separated from the actual important number "54"scientific notation always follow the formula: (A) x 10^(B), where (A) should not be smaller than 1 AND should be smaller than 10. (B) should be integer only (negative, 0 or positive)To write 5400000 in scientific notation:see where you can place a decimal to make (A) for your scientific notation formula. 0.54 is too small, and 54 is too big. 5.4 works perfect for (A) - remember (A) should not be smaller than 1 AND should be smaller than 10.then it's 5.4 00000 - Look at your decimal. To find out your (B) from your sci. notation, we have to find out how far is the decimal (the decimal that you just placed between 5 and 4) from your decimal location "ones" (for 5400000, it's the last 0 from right). You "hop" the little dot that is between 5.4 to the "ones" decimal. how many times did it hop? 6 times! (B) is positive when a number (before you do scientific notation) is larger than 10. Your number is much larger than 10 (5400000, duh!). Your (B) is 6.(A) x 10^(B) is the scientific notation formula. our (A) is 5.4 and our (B) is 6. Plug-n-chug time~!Your answer is 5.4 x 10^6It is: 5.4*10^6 in scientific notation
38,000,000 in Scientific Notation = 3.8 x 107
2,700,000 in scientific notation is: 2.7 x 106
000285 in Scientific Notation = 0.00285 x 105No, it is 2.85*102.
Scientific notation looks like a*10bwhere 1 ≤ |a| < 10 is a decimal number and bis an integer.
5 x 109
208 = 2.08 × 102
8.447 x 106
When writing 673/5 in scientific notation it should look like 6.735 * 10^2.
You can use websites like Wolfram Alpha, Scientific Calculator, or OnlineConversion to look up scientific notation. Simply enter the number in scientific notation and these websites will provide you with the equivalent decimal representation or vice versa.