It tries to follow a straight path instead of the curved one. The man mistakenly
perceives this as a force pulling him toward the outside of the curve.
Yes, centripetal force can cause a driver to lose control of a vehicle when entering a sharp curve.
Answer: Friction Answer: The centripetal force is provided by the road, pushing against the tires.
Its called G force. Look up videos of astronouts who train by seeing how many G's they can handle. Their faces are priceless!
The centripetal force (f) can be calculated from:.f = m * (v^2 / r ) , where..m = mass of car (say 1 000 kg)v = velocity (say 30 metres / second)r = curve radius to centre of gravity of car ( say 50 metres)so:f = 1000 * (900 / 50) = 18 000 newtons
In physics pressure is defined as P=F/A where P=Pressure F=Force A=Area that is, if F is constant, lower the area (on which force is applied) higher the pressure that area) that's why knife blade got a sharp (low area) point so that it can maximise the pressure on the object that will be cut.
Drawback of the constant K type filter is that at the cut of frequency , its attenuation is a steady curve .. quick response is lacking in it an ideal filter should have a sharp response curve.
you could exceed the traction of your tires and lose control and skid or flip
Sharp curve or edge
Yes, centripetal force can cause a driver to lose control of a vehicle when entering a sharp curve.
a meander is a sharp turn in a river. also the meander would of been eroded to make a sharp curve :)
No, curve is not an adjective.Curve is a verb, e.g. The road will curve to the left up ahead.It can also be a noun, e.g. There is a sharp curve in the road up ahead.The adjectival form of curve is curved, e.g. That road is sharply curved.Curved can also be a verb, e.g. The road curved to the left.
It becomes a double sharp. For example, F double sharp is the natural note G.
inertia, centrifugal force
increases the distance needed to stop your car
A curve on a mountain roadway is very challenging to navigate. You need to drive slow and with an extreme amount of caution.
This is so because titration of a weak acid with a weak base do not give a sharp change inconductivity curve. Hence it is not possible to determine the end point from the curve.
sharp reverse breakdown function