Question

During a heavy storm, rain falls for 4.7 hours through the night. A weather station monitors the rain by measuring the milliliters of water it takes to fill a container. How many milliliters of rain will fill the container if the rain falls at a rate of 6 quarts per 32 minutes?

Answer 1

To find the number of milliliters of rain that will fill the container, we need to convert the given rate of rainfall from quarts per minute to milliliters per hour and then multiply it by the duration of the storm in hours.

Step-by-step explanation:

To find the number of milliliters of rain that will fill the container, we need to convert the given rate of rainfall from quarts per minute to milliliters per hour.

First, we convert the rate of rainfall from quarts per minute to milliliters per minute. Since there are 946.353 milliliters in a quart, we can multiply the rate by 946.353 to get the rate in milliliters per minute.

Next, we convert the rate of rainfall from milliliters per minute to milliliters per hour. Since there are 60 minutes in an hour, we can multiply the rate by 60 to get the rate in milliliters per hour.

Finally, we multiply the rate of rainfall in milliliters per hour by the duration of the storm in hours (4.7 hours) to find the total amount of rain that will fill the container.

The milliliters of rain that will fill the container is approximately 40,139 milliliters.