Answer :
How many seconds in a week?
It's simple:
7days * 24hours * 60minutes * 60seconds
If one drop falls within two seconds, half a drop per second:
[tex]\frac{1}{2}*7*24*60*60=302400[/tex] drops fall within a week.
It's simple:
7days * 24hours * 60minutes * 60seconds
If one drop falls within two seconds, half a drop per second:
[tex]\frac{1}{2}*7*24*60*60=302400[/tex] drops fall within a week.
Answer:
30,2400 drops
Step-by-step explanation:
The faucet in Kim's kitchen drips at a rate for 1 drop every 2 seconds.
In one hour = 3600 seconds
in one week = 168 hours
In one week = 3600 × 168 = 60,4800 seconds
The faucet drips 1 drop in 2 seconds
Therefore, faucet drips in a week = [tex]\frac{604800}{2}[/tex]
= 30,2400 drops
