6,000 in Scientific Notation = 6 x 103
6,000 x 14,000 = 84,000,00084,000,000 in Scientific Notation = 8.4 x 107
6000^10 is equal to 6.0466176*10^37 in scientific notation
6,000 = 6 X 10^3 or 6e+3
4,160,000,000 in Scientific Notation = 4.16 x 109
When Writing 6000 in scientific notation, we must first count the decimal places from the right side of the number going to the left then multiplied by 10 raised to the number of decimal places. So to write 6000 in scientific notation: Answer:6.0x103 Because since there are 3 decimal places going to the right multiplied by 10 and raised to the number of decimal places.Likewise if 0.00006 is expressed in sci.(scientific) notation we write it as: Answer:6x10-4 Rule: If the decimal point goes to the left, the exponent is positive but if it goes to the left,the exponent is negative
6,000 x 400 = 2,400,0002,400,000 in Scientific Notation = 2.4 x 106
6,000 x 14,000 = 84,000,00084,000,000 in Scientific Notation = 8.4 x 107
6000^10 is equal to 6.0466176*10^37 in scientific notation
6,000 = 6 X 10^3 or 6e+3
7.54
4,160,000,000 in Scientific Notation = 4.16 x 109
When Writing 6000 in scientific notation, we must first count the decimal places from the right side of the number going to the left then multiplied by 10 raised to the number of decimal places. So to write 6000 in scientific notation: Answer:6.0x103 Because since there are 3 decimal places going to the right multiplied by 10 and raised to the number of decimal places.Likewise if 0.00006 is expressed in sci.(scientific) notation we write it as: Answer:6x10-4 Rule: If the decimal point goes to the left, the exponent is positive but if it goes to the left,the exponent is negative
2006 into scientific notation is.. 2.006 * 103
6000 = 6 x 103 6000 = 6 x 1000 1000 = 10 x 10 x 10 = 103 ⇒ 6000 = 6 x 103
exponental notation for 6000 = 6 X 103
0.000421g in Scientific Notation = 4.21 x 10-4 g
The number of significant figures in the number 6000 depends on how it is written. If it is simply written as "6000," it typically has one significant figure. However, if it were written in scientific notation as 6.0 × 10^3, it would have two significant figures. To clarify the number of significant figures, it is often best to use scientific notation or indicate precision explicitly.