<Ul> <Li> Applied </Li> <Li> Celestial </Li> <Li> Continuum </Li> <Li> Dynamics </Li> <Li> Kinematics </Li> <Li> Kinetics </Li> <Li> Statics </Li> <Li> Statistical </Li> </Ul> <Tr> <Td> Fundamentals (show) <Ul> <Li> Acceleration </Li> <Li> Angular momentum </Li> <Li> Couple </Li> <Li> D'Alembert's principle </Li> <Li> Energy <Ul> <Li> kinetic </Li> <Li> potential </Li> </Ul> </Li> <Li> Force </Li> <Li> Frame of reference </Li> <Li> Impulse </Li> <Li> Inertia / Moment of inertia </Li> <Li> Mass </Li> <Li> Mechanical power </Li> <Li> Mechanical work </Li> <Li> Moment </Li> <Li> Momentum </Li> <Li> Space </Li> <Li> Speed </Li> <Li> Time </Li> <Li> Torque </Li> <Li> Velocity </Li> <Li> Virtual work </Li> </Ul> </Td> </Tr> <Ul> <Li> Acceleration </Li> <Li> Angular momentum </Li> <Li> Couple </Li> <Li> D'Alembert's principle </Li> <Li> Energy <Ul> <Li> kinetic </Li> <Li> potential </Li> </Ul> </Li> <Li> Force </Li> <Li> Frame of reference </Li> <Li> Impulse </Li> <Li> Inertia / Moment of inertia </Li> <Li> Mass </Li> <Li> Mechanical power </Li> <Li> Mechanical work </Li> <Li> Moment </Li> <Li> Momentum </Li> <Li> Space </Li> <Li> Speed </Li> <Li> Time </Li> <Li> Torque </Li> <Li> Velocity </Li> <Li> Virtual work </Li> </Ul> <Li> Energy <Ul> <Li> kinetic </Li> <Li> potential </Li> </Ul> </Li>

Which equation can be used to find power p in terms of force f distance d and time t