Not enough information to answer--what's the method of propulsion? Gravity, pushing it, tying it to your cat, or attaching a model rocket motor?
F = ma a = F/m = 8/2 = 4ms-2.
96 newtons will do it.
The speed of cart becomes fast when the horse applies more force
Because the ball and the cart are moving at the same forward speed.
You push a 12.3 kg shopping cart with a force of 10.1 N. a) What is the acceleration of the cart.
m = 4.5kg v = 2.2m/s M = 15kg V = ? ---- velocity of ham and cart before: momentum of ham = pv momentum of cart = 0 after: momentum of ham and cart = (m+M)V momentum of ham + momentum of cart = momentum of ham and cart mv + 0 = (m+M)V mv / (m+M) = V (4.5*2.2) / (4.5 + 15) = 0.51 kgm/s
The cart's acceleration will decrease as its mass increases. This is why you must exert progressively more force on a shopping cart to move it along as items are added to it. If you were to continue to add items to the cart but not change how hard you push it, the cart would eventually become "impossible" to push.
The speed of cart becomes fast when the horse applies more force
A very basic model where we can assume there is no momentum loss during the collision... we need to calculate momentum, p.p = mvwhere m = 1 kg (the mass of the cart) and v = 0.5 m/s (velocity of the cart)p = 1 kg . 0.5 m/s = 0.5 kg.m/sAfter the collision the momentum will be the same, but the mass has doubled...so p = mv = 0.5 kg.m/s = (1 kg + 1 kg).vv = 0.5 kg.m/s / 2 kg = 0.25 m/s
V = 10cm/2s = 5cm/s Therefore, the cart's speed is 5cm/s.
.281 meters
Because the ball and the cart are moving at the same forward speed.
You can increase the speed of an Yamaha 48 volt golf cart by installing a larger motor or more powerful batteries. This will produce more power to the wheels and more speed.
Max Speed 37-39 mph... that's pretty fast for a go-cart.
You push a 12.3 kg shopping cart with a force of 10.1 N. a) What is the acceleration of the cart.
Cart experiences a change in velocity(which is a vector quantity, not like speed). Cart's velocity on circular track has to be tangent to track at each point and because of that it has to change its direction. Speed may or not remain the same, you can't tell it changes in each possible case. Mass and weight remain the same.
There probably isn't a speed control on the golf cart itself, but on its engine. To get more or less speed out of it, you would need to mess with the governor (on the engine itself).
It should be completely safe for your son to ride a Razor Crazy Cart as long as he is under the correct supervision. The maximum speed is 12 miles per hour.
m = 4.5kg v = 2.2m/s M = 15kg V = ? ---- velocity of ham and cart before: momentum of ham = pv momentum of cart = 0 after: momentum of ham and cart = (m+M)V momentum of ham + momentum of cart = momentum of ham and cart mv + 0 = (m+M)V mv / (m+M) = V (4.5*2.2) / (4.5 + 15) = 0.51 kgm/s