Q: Three equations that can be used to find acceleration?

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Area can be used to find lumens. There are specific equations that are used to find lumens and area can be included in these equations. Plug the numbers into the equations and the amount of lumens will be found.

Acceleration is the rate of change of velocity. Acceleration= Velocity / Time. Three equations of motion can also be used to determine acceleration- 1. v*v= u*u + 2aS 2. S= ut+1/2 at*t 3. v= u+at Unit of acceleration= m/s*s (metre per second square)

Main application of rectilinear motion in the field of science is to find the motion, position and distance of an object. It can also be used to make comparison between the parameters of object in real field, relative velocity, relative motion and acceleration of an object can be determined. Thus, using the equations of rectilinear motion, one can take advantage in the field like factories of machinery where the terms like motion, acceleration, position of object are main functioning concern. Practically, to design something on the basis of motion, acceleration , etc , the equations of rectilinear motion are of great importance.

There is not enough information to provide an answer. The woe equations that are given can only be used to find the value for two of the three measures required.

Equations are used to give a mathematical analysis of events or situations in the real world.

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Area can be used to find lumens. There are specific equations that are used to find lumens and area can be included in these equations. Plug the numbers into the equations and the amount of lumens will be found.

Acceleration is the rate of change of velocity. Acceleration= Velocity / Time. Three equations of motion can also be used to determine acceleration- 1. v*v= u*u + 2aS 2. S= ut+1/2 at*t 3. v= u+at Unit of acceleration= m/s*s (metre per second square)

Yes the equations of Kinematics can be used if accelration varies with time, displacement or even velocity; but remember it's not just plug & chug, you will have to integrate the equations. vdv=ads ds/dt=v dv/dt=a d2s/dt=a

It is referred to as "g" when used in equations. It is not a force, but an acceleration. Its value is about 9.81 m/s2.

Simultaneous equations are usually used in mathematics to find the values of three variables within a system.

What_are_the_kinematic_equations

There are several different equations that can be used to find acceleration. The right one to choose depends on what information is given or measured. Examples: -- You're given the mass of an object and the force acting on it. Acceleration = (force) divided by (mass) -- You're given the starting and ending speed of a car, and how much time it was moving. Average acceleration = (change in speed) divided by (time for the change) -- An object started out from rest. You're told how far it moved and how long it took. Average acceleration = (2 x distance) divided by (time squared)

Main application of rectilinear motion in the field of science is to find the motion, position and distance of an object. It can also be used to make comparison between the parameters of object in real field, relative velocity, relative motion and acceleration of an object can be determined. Thus, using the equations of rectilinear motion, one can take advantage in the field like factories of machinery where the terms like motion, acceleration, position of object are main functioning concern. Practically, to design something on the basis of motion, acceleration , etc , the equations of rectilinear motion are of great importance.

Two equations are commonly used for the magnitude of the centripetal acceleration (the direction of the acceleration is towards the center): a = v squared / r a = omega squared x r where: * v is the linear speed * omega is the angular speed (in radians/second) * r is the radius

yes

There is not enough information to provide an answer. The woe equations that are given can only be used to find the value for two of the three measures required.

They can be used to find two unknown values with two equations.