Question

What function represents the number of seconds s in d days

Answer 1

Answer:

s = 86400*d

Step-by-step explanation:

$1 min=60 sec\\1hr=60min\\1hr=60*60=3600sec\\1 day=24hrs\\1 day=3600*24=86400sec\\d days will have; 86400*d=86400d sec$

Answer 2

For this case we want to find a function of the form $s = f (d)$

Where:

s: Represents the number of seconds

d: Represents the number of days

So:

By definition we know that 1 hour has 3600 seconds, to know the amount of seconds in a day, we make a rule of three:

1h ------------> 3600s

24h ----------> x

Where "x" represents the number of seconds in a day.

$x = \frac {24 * 3600} {1}\\x = 86400 \ s$

So, in one day there are 86400 seconds.

Then, the function is as follows:

$f (d) = 86400 * d\\s = f (d) = 86400 * d$

Answer:

$s=86400 * d$