Let F, FN and f denote the magnitudes of the contact force, normal force and the friction exerted by one surface on the other kept in contact.
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Let F,F
N
and f denote the magnitudes of the contact force, normal force and the frictional force exerted by one surface on the other kept in contact. If none of these is zero,
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ANSWER
f=μF
n
(μ<1)
f<F
n
F=
F
n
2
+f
2
F
2
=F
n
2
+f
2
ThereforeF>F
n
&F>f
(F
n
−f)
2
=F
n
2
+f
2
−2F
n
f<F
n
2
+f
2
=F
2
(F
n
+f)
2
=F
n
2
+f
2
+2F
n
f>F
n
2
+f
2
=F
2
Therefore,
(F
n
−f)
2
<F
2
<(F
n
+f)
2
(F
n
−f)<F<(F
n
+f)
All option are currect.
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