(Solved):   help with part c and d please points) he acceleration of an object in free fall is given ...

 

help with part c and d please

points) he acceleration of an object in free fall is given by \( a(t)=6 t+4 \), measured in meters per second quared. a). The velocity of the object is given by the indefinite integral \( v(t)=\int 6 t+4 d t= \) b). Given that the initial velocity of the object is \( v(0)=v_{0}=7 \), the fully specified formula (one with no ' \( +c \) ' terms) for velocity is \( v(t)= \) c). The position of the object is given by integrating the velocity function (after its constant has been specified), or computing the indefinite integral \( s(t)=\int v(t) d t= \) d). Given that the initial position of the object is \( s(0)=s_{0}=43 \), the fully specified formula (one with no ' \( +c \) ' terms) for position is \( s(t)= \)