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Chapter 2 Formulas

                                                                                                                SI Units

(1)     ForceNET = (mass) (acceleration)                                  (1 kg) (1 formulae showing the superscript of meters per second squared) = 1 N
                                                                                                                where m     = meters
                                                                                                                          kg    = kilograms
                                                                                                                          s      = seconds
                                                                                                                          N     = Neutons

(2)     Work = (Force) (Distance)                                            (1 N) (1 m) = 1 J
                                                                                                                where N     = Neutons
                                                                                                                          m     = meters
                                                                                                                           J     = Joules

(3)     Potential EnergyGRAVITY = (weight) (height)
                                    weight = (mass) (gravity)
                                                                                                                Where g     = 9.8 (formulae showing meters divided by seconds squared)

                                                                                1 J = (1 kg) (1 m) (1 formulae showing a super script of meters per second squared)
                                                                                                     Where J      = Joules
                                                                                                                kg    = kilograms
                                                                                                                m     = meters
                                                                                                                s      = seconds

                                    Remember from (1) that (1 kg) (1formulae showing meters divided by second squared) = 1 Neuton

                                    And from (2) that (1 N) (1 m) = 1 Joules

(4)     Kenetic Energy = ½ (mass) (velocity)2
                                                                                                                   
(1 kg) (1 m) (1 formulae showing a super script of meters per second squared) = 1 Joule
(5) Power = formulae showing work divided by time
                                                                                        formulae showing work as 1 Joule over one second= 1 W

                                                                                                               Where W = Watt

(6) Energy used = (Power) (time of use)

                                                                                        E = (1 W) (1 hr)

  • Normally time is in seconds
    but for this we use hours.
  • (7) Speed = formulae showing distance divided by time = formulae showing the quantity of length over time

                                                                                            S = formulae showing meters divided by seconds

    Newton’s 1st Law of Motion

    A body continues in a state of rest, or motion, with a constant velocity (i.e. constant
    speed in a straight line), unless acted upon by an unbalanced outside force (net force)

    Newton’s 2nd Law of Motion

    Acceleration of an object (change in speed and/or direction) is directly proportional
    to the net force acting upon it and inversely proportional to its mass. The direction
    of acceleration will be the same as the direction of the net force.

    Newton’s 3rd Law of Motion

    For every action force there is an equal and opposite reaction force.