100000000000000hours
The frequency of intercourse varies form once to as much as 5 times. This depends and varies from couple to couple.
Depending on how much is consumed at one time and how often you consume it, THC will remain in your system for 15-90 days.
Most of the time is more than half of the time and less than all of the time. It's a majority of the time. Much of the time is just a large part of the time, not necessarily more than half.
management skills
It would take approximately 50 seconds for an object to fall 60,000 feet in a vacuum without air resistance. However, in reality, factors like air resistance would affect the actual time it takes for the object to fall.
It should take about half an hour
It will take a tree a very long time to grow feet.
The time it takes to fall 50,000 feet can be calculated using the formula for free fall time: time = √(2h/g), where h is the height (50,000 feet in this case) and g is the acceleration due to gravity (approximately 9.81 m/s^2). Converting 50,000 feet to meters (approximately 15,240 meters), the calculation would yield a free fall time of approximately 55 seconds. This calculation assumes no air resistance and a vacuum-like environment.
It would take 6.55 seconds.
depent of the country f4 will fall on f1
No, an object dropped from twice the height will not take twice the time to fall. This is because the time it takes for an object to fall depends on the initial velocity and acceleration due to gravity, not just the height from which it is dropped.
If you walk at a rate of 6 mph, it takes 1.136 seconds to walk 10 feet.
It would take 2.73 seconds to drive 100 feet at 25 mph
It will take approximately 7.1 seconds for an object to fall 500 feet assuming free fall in a vacuum. This time can vary slightly depending on air resistance and other factors.
t matters how much mass the ball has
Using the equation t = sqrt(2d/g), where t is time, d is distance, and g is acceleration due to gravity (32.2 ft/s^2), the time it takes for a 1 ounce stone to fall 100 feet is about 1.42 seconds.