If the force of the fan pushes the air backward with 150 N, what is the forward force of the air on the boat? If the mass of the boat is 220 kg, and you ignore friction between the boat and the water, find how far the boat will travel in the first minute. G: ff=150N mass=220kg U: acceleration E: a=f/m S: a=150N220kg S: the forward force of air on the boat is 0.68m/s2 =v1△+ 12 a (△t)2 =0+12 (0.68m/s2)(60)2 1227.273m is how far the boat traveled in 1 minute

If the force of the fan pushes the air backward with 150 N, what is the forward force of the air on the boat? If the mass of the boat is 220 kg, and you ignore friction between the boat and the water, find how far the boat will travel in the first minute. G: ff=150N mass=220kg U: acceleration E: a=f/m S: a=150N220kg S: the forward force of air on the boat is 0.68m/s2 =v1△+ 12 a (△t)2 =0+12 (0.68m/s2)(60)2 1227.273m is how far the boat traveled in 1 minute

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If the force of the fan pushes the air backward with 150 N, what is the forward force of the air on the boat? If the mass of the boat is 220 kg, and you ignore friction between the boat and the water, find how far the boat will travel in the first minute.

G: ff=150N mass=220kg

U: acceleration

E: a=f/m S: a=150N220kg

S: the forward force of air on the boat is 0.68m/s2

=v1△+ 12 a (△t)2

=0+12 (0.68m/s2)(60)2

1227.273m is how far the boat traveled in 1 minute

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