1 meter fall på 5 meter
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The Fall Distance Calculator is a tool designed to predict the distance an object falls over a period, under the influence of Earth’s gravity, assuming there is no air resistance. It finds applications in various fields, from physics education to engineering and safety planning in construction and outdoor activities. By inputing the duration of the fall, the calculator outputs the distance, offering insights into the dynamics of falling objects.
formula of Fall Distance Calculator
The fundamental formula that underpins the Fall Distance Calculator is given by:
where:
- = distance fallen (meters or feet)
- = acceleration due to gravity (approximately m/s² or ft/s²)
- = time of fall (seconds)
This equation is derived from the laws of motion, providing a simplified yet accurate calculation of fall distance when air resistance is negligible.
General Terms Table
To facilitate understanding and application, below is a table that provides pre-calculated distances for objects falling for up to 5 seconds, assuming the acceleration due to gravity is m/s².
| Time of Fall (seconds) | Distance Fallen (meters) |
|---|---|
| 1 | |
| 2 | |
| 3 | |
| 4 | |
| 5 |
This table serves as a quick re
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Free Fall Time Calculator
Ever dropped your phone and had that moment of panik, watching it fall in slow motion (at least in your head)? Well, in reality, everything falls at a precise speed thanks to gravity. The Free Fall Time Calculator helps you determine exactly how long an object takes to hit the ground when dropped from a specific height whether it's a ball, a parachutist, or, unfortunately, your precious phone.
Physics can get a bit intimidating, but don’t worry! We’ll break everything down in plain English no confusing jargon, just real world explanations that man sense.
The Free Fall Time Formula (It’s Simpler Than You Think!)
The equation that governs free fall is:
t = √(2h / g)
Where:
- t = time in seconds (how long it takes to hit the ground)
- h = height in meters (how high the object was dropped from)
- g = gravity, which is m/s² on Earth (unless you're on the måne, where it’s m/s², but that’s another story).
What This Means in Real Life
Let’s say you drop something from a meter rooftop. Using our formula:
t = √(2 × 10 / ) = seconds
That means your phone has less than a second and a half before it smashes onto the pavement. Hope you
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Slope Calculator
If we talk about the angle of slope which can be worked out using the Slope Calculator, then we can mean a range of various things whose angle of the slope can found. For example, the angle of the driveway, the pitch of a roof, the angle of a hill, etc.
Carrying out the slope calculations can be very helpful in different situations that range from making sure that the water flow runs exactly off a particular surface. Also, tension, friction and energy can be reduced as well, if some heavy objects are moved using a ramp.
It is important to understand what is a slope. A Slope can be referred to as a piece of ground that has a specific slant, which is also called a "Grade".
There are 4 different ways that can be used to specify the slope: the angle of inclination, percentage, per mille, and ratio.
Note: The ratio is determined to be "1 in n" which is different to the mathematical "1:n".
The Gradient Calculator is another online tool that may be useful to you.
Results
Angle of Inclination: deg.
Percentage: %
Per Mille:
Ratio: 1 in
Some Basic Information About the Slope Calculator
The Slope Calculator is capable of carrying out mathematical ope