A ball with a mass of 2.3 kg is thrown into the air. If the ball rises to a maximum height of 15 m before stopping and coming back down, how much kinetic energy did the ball have initially?
@harman.singh
i just want a formula so i can calculate
KE=0.5*m*v^2
well the formula is given in there if you bothered to read through the entire thing cliffnotes version the total energy of the system is composed of potential energy and kinetic energy TE= KE +PE
what is v
velocity
also, that equation is unnecessary for this problem
If you are asking for explanation, v is the velocity of the ball at a given point
but i am not given a velocity
you dont need to know velocity
I agree with sooobored. You can use the equation they have given you to find the energy
AS I WAS SAYING kinetic energy is associated with velocity of an object potential energy is associated with height of the object or displacement of a spring. the latter is unnecessay since there is no spring in this problem
would it be 34.5 j
the gravitational potential energy of an object is represented as PE= mgh where m is the mass g is the gravitational constant 9.81m/s^2 h is the height of the object
we know that at the peak of the objects trajectory(which we consider state 2), it has no speed hence KE=0 but has a whole lot of PE since it is 15m off the ground
338.1 is the pe
We know that at the moment we're about to toss the object up into the air, it has a whole lot of kinetic energy and we assume it has no gravitational potential energy so the total energy of state 1 would be just be KE
518 J 340 J 52 J 34.5 J these are my options
now the total energy of systems doesnt change due to conservation of energy so KE1 = PE2
since PE1 =0 and KE2=0
since we want to find KE1 and we know PE2= mgh then KE1=mgh
338.1
guessing the answer doesnt help if you dont know the overall process
2.3 x 9.8 x 15
yes
ok but that isnt any of my choices
After round off, that should become 340J
some people use g=10 m/s^2
ok i have a true or false could yall help me
make another question and ask it there
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