A 400.0 kg mass experiences a horizontal push force of +720 N and a friction force of 320 N.
A) assuming the mass is initially moving at 5.0 m/s how far will it travel in 6.0s?
B) how much work does the 720.0 Newton force do over the distance determined in part (a)
C) calculate the power of the 720.0 N force using the results from part b and the given amount of time.
5 answers
what do you think the answer is
i'm afraid i cant help you then
a = (F-Fk)/M = (720-320)/400 = 1.0 m/s^2
A. d = Vo*t + 0.5a*t^2.
Vo = 5 m/s.
t = 6 s.
d = ?.
B. Work = F*d.
C. Power = Work/t in J/s = Watts.
A. d = Vo*t + 0.5a*t^2.
Vo = 5 m/s.
t = 6 s.
d = ?.
B. Work = F*d.
C. Power = Work/t in J/s = Watts.
a) Fnet=ma
F-Ff=ma
720-320=400a
400=400a
a=1 m.s^-2
x=vt+0.5at^2
x=(5)(6)+0.5(1)(6)^2
x=48 m
b) W=Fxcos¤
=720*43*cos0
= 34560 J
c)P=W/t
=34560/6
=5760 W
HOPE THAT HELPS
F-Ff=ma
720-320=400a
400=400a
a=1 m.s^-2
x=vt+0.5at^2
x=(5)(6)+0.5(1)(6)^2
x=48 m
b) W=Fxcos¤
=720*43*cos0
= 34560 J
c)P=W/t
=34560/6
=5760 W
HOPE THAT HELPS
Cheater!!!!!!!!!!!!!!!!!!!