It needs to be balanced.
The differential equation for a spring-mass system attached to one end of a seesaw can be derived from Newton's second law. If the mass ( m ) is attached to a spring with spring constant ( k ), the equation of motion can be expressed as ( m\frac{d^2x}{dt^2} + kx = 0 ), where ( x ) is the displacement from the equilibrium position. Additionally, if the seesaw is rotating, the dynamics will involve torque and may require considering angular motion, but the basic oscillatory behavior remains governed by the spring-mass dynamics. The overall system would likely result in a coupled differential equation incorporating both linear and rotational dynamics.
It has seesaw geometry.
It can look like any algebraic equation.
In a way it is but not quite. An equation looks like this a+b=c. an equation always has a equal sign in it. This answer can be yes and no.
That would probably be something like a "physical equation".That would probably be something like a "physical equation".That would probably be something like a "physical equation".That would probably be something like a "physical equation".
d1 times w1 = d2 times w2 (d- distance of the person from seesaw)/ (w = weight of person)
A seesaw is a class one lever.
You can never find one when you need it.
a seesaw is a lever that is balenced on a fulcrum
No, a seesaw is an example of a "lever".
Seesaw - musical - was created in 1973.
Children love to play on a seesaw. The business was struggling after the seesaw few months of business.
The center of a seesaw is called the "fulcrum." It is the pivot point around which the seesaw moves up and down.
The torque due to Gilles' weight on the seesaw is equal to the weight of Gilles multiplied by the distance from the pivot point to where Gilles is sitting. This torque is given by the equation: torque = weight * distance.
The fulcrum on a seesaw is the support point at which the seesaw pivots or rotates. It serves as the balance point for the seesaw to ensure that both ends move up and down equally.
Shirley bassey
Answer: siso