(1) a car travelling at a constant speed of 20ms-1 overcomes a constant frictional resistance of 300N. What is the horse power of the engine? ( take 1h.p = 3/4 kw)
5 answers
6000 Nm/s = 6 kw
M=f×s/t
Recall;
Power = force x distance/time
also recall distance/time = velocity
also recall; Nm/s = Watts
Hence;
Power = 300N x 20m/s
Power = 6000Nm/s
Power = 6000watts or 6kw
Recall;
750watts = 1hp
but 1hp = 3/4kw
therefore;
750watts = 3/4kw
0.75kw 3/4kw
0.75kw = 3/4kw
6kw = xhp
Therefore;
xhp = 3/4 x 6/0.75
xhp = 4.5/0.75
xhp = 6hp
Power = force x distance/time
also recall distance/time = velocity
also recall; Nm/s = Watts
Hence;
Power = 300N x 20m/s
Power = 6000Nm/s
Power = 6000watts or 6kw
Recall;
750watts = 1hp
but 1hp = 3/4kw
therefore;
750watts = 3/4kw
0.75kw 3/4kw
0.75kw = 3/4kw
6kw = xhp
Therefore;
xhp = 3/4 x 6/0.75
xhp = 4.5/0.75
xhp = 6hp
Recall;
Power = force x distance/time
also recall distance/time = velocity
also recall; Nm/s = Watts
Hence;
Power = 300N x 20m/s
Power = 6000Nm/s
Power = 6000watts or 6kw
Recall;
750watts = 1hp
but 1hp = 3/4kw
therefore;
1hp = 0.75kw
xhp = 6kw
Therefore;
0.75 * xhp = 6* 1
xhp = 6/0.75
xhp = 8hp
Corrected
Power = force x distance/time
also recall distance/time = velocity
also recall; Nm/s = Watts
Hence;
Power = 300N x 20m/s
Power = 6000Nm/s
Power = 6000watts or 6kw
Recall;
750watts = 1hp
but 1hp = 3/4kw
therefore;
1hp = 0.75kw
xhp = 6kw
Therefore;
0.75 * xhp = 6* 1
xhp = 6/0.75
xhp = 8hp
Corrected
It is correct