Equilibrium Problem: Standing on a Beam

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Physics Ninja looks an equilibrium problem where a person stands on a beam connected to a wall and suspended by a cable. The tension in the cable and the reaction force from the wall is calculated.
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Thank you for making the concept so easy to understand.

nerodant
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thank you for the help! This video really helped me in solving similar questions related to static equilibrium!

JaredWang-hecc
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great video! this helped my on my physics homework. thanks so much

chloelineberg
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Great tutorial! How about a horizontal beam switched to the right side, the same as the cable? Would the solution be the same?

richardyt
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Thankfully but the final answer is incorrect the correct one is 631N as the tension in the string but you have helped me too

manishimwejeandamascen
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21:15 21/ 7/2023
Ninja! When calculating the toque are you not supposed to use the tension in the y axis?

chinyamaraphael-spwt
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Would you please explain further how it become 71°

panisjohanesmarkg.
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Amazing video, very helpful, thank you

mackenziedowd
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why isnt there a normal force on the ninja? also why not compression force?

cosmicxistence
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...so this is a class 2 lever?...I am trying to figure out what kind a lever a tree branch is. I thought it was class 3...but looking at this video maybe it is a class two. looking at this diagram, a branch is more like a suspension bridge with multiple cables holding it up, maybe?

roberttaylor
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Why is rhe reaction not perpendicular to the beam

ibphysicsclassroom
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I mean I understand clockwise but I don't understand how u came out with the anticlockwise side only...maybe because u r not using figures

multi-talentwithgrace
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why do you simplify “L”, you should replace it with 8 and then continue with the calculations

sergiobaroud
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what if, there are 3 sling / tension at the beam? how to get T for all slings?

firdausbasrie
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Sir am not understanding your angle there

TinotendaNgwenya-fv
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Do normal do not exist on ninja on a surface ? Thank you for anyone answering

natasyasajeii
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How to calculate reaction when give horizontal will tension

chineducollins
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The only part I didn't understand is taking moment

multi-talentwithgrace