A plastic tube allows a flow of 11.4 cm3/s of
water through it.
How long will it take to fill a 212 cm3 bottle
with water?
Answer in units of s
212cm^3 ÷ 11.4cm^3/s = 18.6 s
To find the time it will take to fill a 212 cm^3 bottle with water, we can use the formula:
time = volume / flow rate
First, we need to convert the flow rate from cm^3/s to cm^3.
Given:
Flow rate = 11.4 cm^3/s
Volume = 212 cm^3
Using the formula, we can substitute the values:
time = 212 cm^3 / 11.4 cm^3/s
Now, we can cancel out the cm^3 units:
time = 212 / 11.4 s
Finally, we can calculate the time:
time ≈ 18.6 s
Therefore, it will take approximately 18.6 seconds to fill the 212 cm^3 bottle with water.
To find how long it will take to fill a 212 cm3 bottle with water, we need to divide the volume of the bottle by the flow rate of the water.
Given:
Flow rate = 11.4 cm3/s
Bottle volume = 212 cm3
Time = Bottle volume / Flow rate
Time = 212 cm3 / 11.4 cm3/s
Dividing the volume by the flow rate:
Time = 18.5965 s
Therefore, it will take approximately 18.6 seconds to fill the 212 cm3 bottle with water.