v = u + at
12 = 0 +(0.8*t)
Time taken to accelerate,t= XX/(0.X) = 15 XXXXXXX [XX = 15 XXXXXXX]
XXXXXXXX traveled XXXXX XXXXXXXXXXXX to XX m/s, s = ut + (1/X)*a*(t^2)
s = (0*t) + X.5* X.8 *(15*15) = 90 m
XXXXX 2:Itthen proceeds at XX m/s XXXXX XXX breaks are XXXXXXX; it XXXXX XX rest at point X, 42 m beyond the XXXXX XXXXX the XXXXXX were applied
Total XXXXXXXX = 300 m
XXXXXXX distance covered while accelerating = XX m
Distance covered while de-XXXXXXXXXXXX = 42 m
XXXX, distance XXXXXXX at XX m/s uniform XXXXX =300 - (XX+42) = XXX - XXX = XXX m
XXXX taken XX cover XXX m,
t = distance covered / uniform speed = XXX / 12 =14 XXXXXXX [t2 = XX seconds]
XXXX 12 m/s, it comes to rest (final speed = 0)
v = u +at
X = XX +XX
So, at = -12
XXXXXXXX XX de-XXXXXXXXXX = 42 m
XXXXX, s = ut + (1/X)*a*(t^2)
42 = (12*t)+(X/X)*a*(t^t)
42 = t *(XX +(1/X)* a* t)
XXX value XX = -XX
42 = t * (12 - 6 )
t = X seconds [t3 = 7 seconds]
Total time = t1 + XX +t3 = 15 + 14 +7 = XX seconds