A force [tex] \vec{F} [/tex] of magnitude 12 N has non - rectangular components [tex] \vec{P} [/tex] and [tex] \vec{Q} [/tex] . The sum of magnitude of [tex] \vec{P} [/tex] and [tex] \vec{Q} [/tex] is 18N. The direction of [tex] \vec{Q} [/tex] is at right angle to [tex] \vec{F} [/tex]. Find the magnitude of [tex] \vec{Q} [/tex].
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Answer:
A force \vec{F}
F
of magnitude 12 N has non - rectangular components \vec{P}
P
and \vec{Q}
Q
. The sum of magnitude of \vec{P}
P
and \vec{Q}
Q
is 18N. The direction of \vec{Q}
Q
is at right angle to \vec{F}
F
. Find the magnitude of \vec{Q}
Q
.
Step-by-step explanation:
A force \vec{F}
F
of magnitude 12 N has non - rectangular components \vec{P}
P
and \vec{Q}
Q
. The sum of magnitude of \vec{P}
P
and \vec{Q}
Q
is 18N. The direction of \vec{Q}
Q
is at right angle to \vec{F}
F
. Find the magnitude of \vec{Q}
Q
.