You are pulling an object horizontally along a surface, with a constant speed, by applying force, F$.$ Kinetic friction, f$,$ opposes this action. Then;$$

Group of answer choices

Newton's $2$nd Law $($F$=$ma$)$ tells us that the magnitude of the friction, f$,$ equals the magnitude of the force, F$.$

Newton's $3$rd Law does not apply to forces of friction.

Newton's $3$rd Law $("$action$-$reaction"$)$ tells us that the magnitude of the friction, f$,$ equals the magnitude of the force, F$.$

Newton's $2$nd Law does not apply to forces of friction.

Newton's $2$nd Law does not apply because there is no acceleration