two cars A and B are at positions 100m and 200m from the origins at time t=0.they start simultaneously with velocities 10m/s and 5m/s respectively. the car A will overtake the car B at a distance of? please answer it with explanation
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Answered by
163
Relative distance between Car A and Car B = 200m-100m = 100m
after time t both will simultaneously start since velocity of A is greater than B .
A will overtake car B after some time let that time will be T
A should cover distance 100m with relative velocity after some time T
Vab = velocity of A with respect to the B = Va - Vb = 10 - 5 = 5m/s
Velocity = distance/time
Vab = Dr/T
T = 100/5
T = 20 s
at T = 20s , with velocity = 10m/s
distance travelled from car A = S
V = d/T
d = VT
d = 10×20 = 200m
from the origin distance to the car A
= 100m + 200m
= 300m .
after time t both will simultaneously start since velocity of A is greater than B .
A will overtake car B after some time let that time will be T
A should cover distance 100m with relative velocity after some time T
Vab = velocity of A with respect to the B = Va - Vb = 10 - 5 = 5m/s
Velocity = distance/time
Vab = Dr/T
T = 100/5
T = 20 s
at T = 20s , with velocity = 10m/s
distance travelled from car A = S
V = d/T
d = VT
d = 10×20 = 200m
from the origin distance to the car A
= 100m + 200m
= 300m .
Answered by
6
Answer:
Explanation:
X_bo=200m, X_ao=100m , V_a=10m/s, V_b=5m/s
Now X_b-X_a = (X_bo-X_ao)+(V_b-V_a)*t
suppose at t=t both car will over take each other
- therefore
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