To balance a seesaw, the moments on both sides of the fulcrum must be equal. The moment is calculated by multiplying the weight by the distance from the fulcrum. If a 120 lb person is sitting on one side, the distance from the fulcrum (d1) can be set against the distance (d2) from the fulcrum where the other person is sitting. For example, if a 120 lb person is sitting 4 feet from the fulcrum, a 60 lb person would need to sit 8 feet from the fulcrum to balance it, since 120 lb × 4 ft = 60 lb × 8 ft.
It has seesaw geometry.
It needs to be balanced.
A seesaw acts as a force multiplier because it uses the principle of leverage, allowing a smaller force applied at a greater distance from the fulcrum to lift a heavier load positioned closer to the fulcrum. This mechanical advantage is achieved through the seesaw's pivot point, which amplifies the input force based on the ratio of the distances from the fulcrum to the points where the forces are applied. As a result, it enables one person to lift another who may be significantly heavier, demonstrating how the arrangement of forces and distances can enhance lifting capability.
The shape you're looking for is "seesaw." It has 11 letters, possesses at least one line of symmetry, and starts with the letter "s." A seesaw can be symmetrical along its central axis.
Simple ..put equal weight at each end, equal distance from the pivot.
Yes, if the children weigh the same, the seesaw will balance. The seesaw balances when the weight on both sides is equal.
A seesaw stunt is something performed commonly at a circus. It is when one person stands on a seesaw and another person jumps on the other end causing the first person to flip off the seesaw.
The torque exerted on a seesaw is affected by the weight distribution on each end. When a person stands on the seesaw, the torque changes based on their position relative to the fulcrum. If the person hangs from the seesaw, the torque is still influenced by their weight distribution but may also be affected by their movement.
d1 times w1 = d2 times w2 (d- distance of the person from seesaw)/ (w = weight of person)
You must be sitting twice as far away from the pivot, on your side, as your sister is on her side.
A single electron placed on the opposite side of a seesaw from a proton would balance it. This is because the charge of a proton (+1) is equal in magnitude, but opposite in sign, to the charge of an electron (-1).
Ambot
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Ambot
Oh, dude, the heavier person needs to sit closer to the fulcrum on a seesaw to balance out the weight with the lighter person sitting farther away. It's all about physics and stuff, like, who knew a playground toy could teach us about leverage, right? Just remember, don't go launching your friend into orbit if you want to keep the seesaw fun going.
A seesaw works due to the force of gravity acting on the two people sitting on either end. As one person pushes down, their end goes up because the fulcrum (pivot point) acts as a balance point for the seesaw to rotate around. The seesaw operates on the principle of the lever, with the downward force of one person causing the other end to move upward.
A seesaw operates on the principle of leverage. When one person sits on one end, their weight creates a force causing that end to go down while the other end goes up. This creates a balancing act where each person's force and distance from the fulcrum determine the motion of the seesaw.