Question

what is the hourly growth rate of a quantity if its continuous hourly growth rate is 4.9%? only enter the number, as a percent, rounded to three decimal places.

Answer 1

The hourly growth rate of a quantity with a continuous hourly growth rate of 4.9% is 0.049 or 4.9% rounded to three decimal places.

The hourly growth rate of a quantity can be calculated using the continuous hourly growth rate. To find the hourly growth rate, we can convert the continuous growth rate to an hourly growth rate. In this case, the continuous hourly growth rate is 4.9%. To convert this to an hourly growth rate, we divide the continuous growth rate by 100.

4.9% = 4.9/100 = 0.049

Therefore, the hourly growth rate of the quantity is 0.049, which is equivalent to 4.9% rounded to three decimal places.