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An airplane has 1.50x10³ m to accelerate to a speed of 62.0 m/s to take off. If it experiences 15,000N of friction, calculate the thrust of the engines.
d=1.50x10³ m
vi=0 m/s
vf=62.0 m/s
Ff=15,000N
v²=u²+2ad
62²=0+2(1.50x10³)a
a=1.2813 m/s²
I think I'm supposed to find the applied force, but I don't know what to do next since I can't find the mass of the airplane.
A 4.5kg axe comes to a stop in a tree from 25 m/s. How much force did the tree exert on the axe?
I couldn't come up with anything for this one:
u=25 m/s
v=0 m/s
m=4.5 kg
ANY HELP IS MUCH APPRECIATED!
d=1.50x10³ m
vi=0 m/s
vf=62.0 m/s
Ff=15,000N
v²=u²+2ad
62²=0+2(1.50x10³)a
a=1.2813 m/s²
I think I'm supposed to find the applied force, but I don't know what to do next since I can't find the mass of the airplane.
A 4.5kg axe comes to a stop in a tree from 25 m/s. How much force did the tree exert on the axe?
I couldn't come up with anything for this one:
u=25 m/s
v=0 m/s
m=4.5 kg
ANY HELP IS MUCH APPRECIATED!
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