0.3 times 10^4
Try the scientific notation practice problems to test your understanding of the concepts covered by this illustration. With the advent of computers and calculators, the letter E replaces "x10" so that 3200 can be written as 3200, 3.2E3, or 3.2 x10 3. The most common way to write values in scientific notation is with the x10exponent structure. Makes it much clearer that the first one is larger.
Makes it difficult to see at a glance which one is bigger while writing them as In addition to making it easier to express large and small numbers, scientific notation makes it easier to compare values. The exponent is negative because the original number is less than one. This conversion took 4 steps so the number is multiplied by 10 raised to the negative of the number so steps indicating that to getting back to the original number requires dividing by 10 4 times. To write the number 0.0003 in scientific notation, 0.0003 is repeatedly multiplied by 10 until the first non-zero number (in this case a 3) is just to the left of the decimal place: Multiplying by 10 moves the decimal to the right. The difference is that converting from standard to scientific notation involves multiplying by 10, not dividing. Values that are less than one work the same way. The same pattern works regardless of the size of the number. For example, to find out how many meters there are in 10 centimeters, multiply 10 by 0.01, that makes 0.1 meter in 10 cm. Therefore, 3.0 x 10 2, 3.0 x 10 x 10 and 300 all represent the same value. To convert centimeters to meters, multiply the centimeter value by 0.01 or divide by 100. This shows that the original number can be recreated by multiplying 3 by 10 two times. Since we had to divide by 10 two times to get from 300 to 3, the exponent for the scientific notation form is 2.
To convert meters to centimeters, multiply the meter value by 100.įor example, to convert 2 meters to cm, multiply 2 by 100, that makes 200 cm in 2 meters.Ĭentimeter (centimetre) is a metric system length unit.
There are 100 centimeters (cm) in a meter.
0.3 TIMES 10^4 HOW TO
Meter = cm / 100 How to convert meters to centimeters? To convert centimeters to meters, multiply the centimeter value by 0.01 or divide by 100.įor example, to find out how many meters there are in 10 centimeters, divide 10 by 100, that makes 0.1 meter in 10 cm.
How to convert centimeters to meters?ġ Centimeter (cm) is equal to 0.01 meter (m). Alternatively, to find out how many meters there are in "x" centimeters, you may use the centimeters to meters table.īelow, you will find information of how to convert cm to meters, including the formulas and example conversions. To convert centimeters to meters (cm to m), you may use the cm to meters converter above.