tati poo and wedges
5 examples of an inclined plane are: a slide, a ramp, a ski jump, sloping roads and chisels.
A sliding board at the playground.
give the advantage of using an inclined plane
It depends on the pyramid. If it is a square based pyramid, a horizontal plane will give a square cross section, a plane inclined by a rotation parallel to one of the base axes will give a rectangular cross section whereas a plane inclined by rotation along both basal axes will result in a parallelogram cross section. Not sure how you get a parallelogram from a pentagonal or hexagonal (etc) pyramid.
There is not sufficient information for a proper answer to the question. We need to know either the inclination angle of the plane or the length and height of the plane, which will give the inclination. Also if the plane rises to the right of the object and the object is already on the plane, then the object will be lower instead of higher.
5 examples of an inclined plane are: a slide, a ramp, a ski jump, sloping roads and chisels.
A sliding board at the playground.
give the advantage of using an inclined plane
An inclined plane is commonly used in ramps, sloped driveways, and wheelchair accessibility ramps to help objects or individuals move up or down with less force compared to lifting vertically. Inclined planes are also used in construction, such as when moving heavy materials to higher levels.
The Pulley is one of them. Wheel and axle. lever. screw. wedge. inclined plane.
It depends on the pyramid. If it is a square based pyramid, a horizontal plane will give a square cross section, a plane inclined by a rotation parallel to one of the base axes will give a rectangular cross section whereas a plane inclined by rotation along both basal axes will result in a parallelogram cross section. Not sure how you get a parallelogram from a pentagonal or hexagonal (etc) pyramid.
There is not sufficient information for a proper answer to the question. We need to know either the inclination angle of the plane or the length and height of the plane, which will give the inclination. Also if the plane rises to the right of the object and the object is already on the plane, then the object will be lower instead of higher.
Distance,You would have to use more energy, force and strength to pull something less distanceif it is up an inclined plane.================================Answer #2:The whole idea of an inclined plane is to give you the ability to raise a load to the sameheight with less force than you'd need if you had to lift it. That's why, if you're smart,you roll a barrel up a ramp instead of lifting it straight up to the dock. In return for usingless force, you have to roll it a longer distance to reach the same height.Energy . . .Same, regardless of how you get it up there. Depends only on the difference in height.Force . . .Less needed if you use an inclined plane. That's why they're useful.Distance . . .More if you use an inclined plane. That's the trade-off.Strength . . .Less required when you use an inclined plane.If you had more strength, you'd just lift it and be done with it.
Undifined terms are terms that don't and can't be broken down any more. Three examples: point, line, plane.
give 5 examples of infix
An adjustable inclined plane can be used to measure the coefficient of static friction by gradually increasing the angle of the incline until the object just begins to slide. The coefficient of static friction can be calculated using trigonometry. The coefficient of kinetic friction can be measured by setting the incline at a known angle and measuring the acceleration of the object as it slides down.
The frictional force that opposes the motion of an object on an inclined plane is given by the formula:Ffriction = (mu)N,where mu (the Greek letter mu) is the coefficient of friction, and N is the Normal force, which is the force equal and opposite to the component of the object's weight perpendicular to the surface of the incline.The Normal force will be equal to Wcos(theta), where W is the weight of the object (W= mg) and theta is the angle of the incline.When motion down the plane is impending (that is, a split second before the friction is overcome and the object starts to slide down the plane), Ffriction is equal and opposite to the component of the weight parallel to the surface of the plane. That component is equal to Wsin(theta).So, what does that give us?We know that(1) Ffriction = Wsin(theta)(2) Ffriction = (mu)N(3) N = Wcos(theta)Substituting for N in equation (2) gives usFfriction = (mu)Wcos(theta).Equating equ. (1) and (2) gives usmuWcos(theta) = Wsin(theta).Solving for mu gives usmu = sin(theta)/cos(theta)mu = tan(theta)theta = tan-1(mu) or theta = arctan(mu)So, the arctangent of mu is the angle of incline.(I guess I coulda just said that right from the beginning.)