The sidewalk, because the texture is more "rough" than that of the gym floor.
Rough surfaces, the rougher the surface, the greater the friction.
No. The speed of the object does not affect the amount of friction between an object and the surface. Friction is affected by the types of surfaces in contact, smoother surfaces produce less friction, and the weight of the object moving horizontally affects the resistance relative to the two surfaces in contact. Greater weight causes greater resistance.
The larger the contact surface, the more friction. The more uneven the surface, the more friction. The material of the surface has also an effect on friction.
Water can make a flat surface more slippery, which will decrease the amount of friction
wet surfaces like tiles have the least amount oof friction
Rough surfaces, the rougher the surface, the greater the friction.
No. The speed of the object does not affect the amount of friction between an object and the surface. Friction is affected by the types of surfaces in contact, smoother surfaces produce less friction, and the weight of the object moving horizontally affects the resistance relative to the two surfaces in contact. Greater weight causes greater resistance.
The larger the contact surface, the more friction. The more uneven the surface, the more friction. The material of the surface has also an effect on friction.
Water can make a flat surface more slippery, which will decrease the amount of friction
wet surfaces like tiles have the least amount oof friction
The more uneven the surface, the more friction there is.
As a rule, sliding friction is greater to overcome than fluid friction. However, the variables could be manipulated to show it in both lights. The mass, weight, surface area, types of surfaces, speed, ect... are all variables in which the amount of force is needed to overcome sliding friction. While density and viscosity are major variables in fluid friction.
Yes. Weight, being a force perpendicular to the surface, affects the magnitude of the friction, but not the friction coefficient.
No, it doesn't, the only important thing is the force perpendicular to the surface (weight) and friction coefficient.
No: this is a common misconception Friction= Normal force* Coefficient of friction where Normal force= Mass* Acceleration due to gravity* Cos(angle of surface) and the coefficient of friction is an intrinsic property of the surface Therefore, only the mass of the object and the surface composition affect friction
gravity and how rough the surface is
Yes. Double the weight and double the friction.