Question 829305
We will start by finding the rate per 5 seconds since the first question wants it in 45 seonds.
{{{(5liters/25seconds)=(1liter/5seconds)}}}


It is looking for the x amount of liters in 45 seconds.  write the equation as 2 different rates
{{{(xliters/45seconds)=(1liter/5seconds)}}}
cross multiply
{{{5x=45}}}
{{{x=9}}}
The first answer is 9 liters for every 45 seconds.


now we are looking for 60 liters in x amount of seconds.
{{{(60liters/xseconds)=(1liter/5seconds)}}}
cross multiply
{{{300=x}}}
The seconds answer is 300 seconds for 60 liters.
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