Split the system first. Divide the weight based on the distance from the center of mass for a uniform solid. For each part of the system the force downward will be the the partial weight.
Next, (this is easy if the ropes are vertical) you find the force on each rope by using trigonometry. The force on the ropes will be the hypotenuses of the triangle formed by the downward force and its angle.
Notice that, as the angles (θ and θ') of the ropes approach 0° (horizontal), the force on the rope approaches infinity.
If actually weighing the plates is impractical, you could try hanging the plates from a spring, and testing to find the spring's k value, and recording the displacement of the object while hanging from the spring, and use that to calculate the force on the plate, which equals mg. if the density is known, you could immerse the plates in something to find their volume and then calculate their weight from that. or, you could try and pull them with a force meter, taking two data points so that you can solve for the both the friction coefficient and weight.
You can pull objects, ropes, doors, curtains, and levers.
The small ropes used to pull in mooring ropes are called "towing lines" or "mooring lines." These lines help manage and secure the larger mooring ropes, facilitating the docking and undocking of vessels. They are often used to adjust the position of the boat relative to the dock or other boats.
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Muscles are like ropes in a way that muscles can only pull (contract) not push. Think of a rope you can grab the rope and pull it
Nobody gets weighed to climb. Almost anyone who can pull their weight can climb. Basically, the ropes used are strong enough to hold your weight if you can hold your weight. Obviously if one is too heavy to lift themselves; they won't be doing much climbing. There is always bouldering, which almost anyone can do. Bouldering is low to the ground and doesn't require ropes, just a 'crash' pad to fall on.
To calculate weight in space, you would use the formula: Weight in space = Weight on Earth x (gravitational pull of space / gravitational pull of Earth). Since gravitational pull in space is typically much lower than on Earth (about 0.17 times that of Earth), your weight in space would be significantly less. Keep in mind this calculation assumes a constant gravitational pull throughout the region of space you are in.
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influence, advantage, pull, ascendancy, clout, drag, ropes
They used manpower, ropes, skids, and elephants.
To calculate your weight on the Moon, first determine your weight on Earth in pounds or kilograms. Since the Moon's gravitational pull is about 1/6th that of Earth's, divide your Earth weight by 6. For example, if you weigh 180 pounds on Earth, your weight on the Moon would be approximately 30 pounds (180 ÷ 6 = 30).
im sorry i dont know thats why im asking you