16)well first we must show that decelerating time is 6 times more than accelerating time
for accelerating part we know that
a=10/t so the accelerating time is t=10/a
as for decceleration we know 0.5a=30/T (notice the capital T)
so T=60/a
soooo deccelerating time T is six times as much as t
now part i)
we know all the area under the graph is equal to 2900 so we split the are into shapes(trapezium rectangle and triangle)
soo
0.5*(20+30)*t +600(rectangle) + 0.5*30*T (we know T=6t so we can replace it)
we solve for t
for accelerating part we know that
a=10/t so the accelerating time is t=10/a
as for decceleration we know 0.5a=30/T (notice the capital T)
so T=60/a
soooo deccelerating time T is six times as much as t
now part i)
we know all the area under the graph is equal to 2900 so we split the are into shapes(trapezium rectangle and triangle)
soo
0.5*(20+30)*t +600(rectangle) + 0.5*30*T (we know T=6t so we can replace it)
we solve for t