Oh dang I forgot the gravitational force applied to the mass. It is ##F_{grav}=9.8m## so ##||\vec{B}||=0.98m + 9.8m ## so ##||\vec{T}||=-||\vec{B}||=-(0.98m+9.8m)=11m N## !
Oh yes you're right...
I rethought about it and found that ##\vec{T}=-\vec{B}## with ##\vec{B}## the force applied to the mass ##m## because the point at the end of the cord is motionless (in the elevator referential) so by the Newton's first law, we have that ##\sum \vec{F_{ext}}=0##. The...
TL;DR Summary: Solutions to an exercise coming from the famous "Exercises for the Feynman lectures on physics".
I'm stuck on an exercise.
"A mass ##m## (kg) hangs on a cord suspended from an elevator which is descending with an acceleration of ##0.1g##. What is the tension T in the cord in...