PHYSICS PROBLEM SOLVING

(Martin Jones) #1

(^)
(^) Dialog Coding Comments
bar.] 43. (MK) We'll need to draw the bar. [Draws C Answers her own question.



  1. (MK) And this is a weird force. [This^
    statemthe norment isal, or th unclear. MK at the free-coulbodyd be ref diagramerrin will be g to
    “weird.”]


C This is a nsolution. Sets uew aspect ofp a discu thssioe n
of the forces.


  1. (MK) W46. (MK) We hae have a weightve tension t [of the bar] gohis way, right? ing. C Second part of her Claim.
    [draws T vector] W C
    RQSp


Third partImplicit W ofarran her Ct = a tenlaim. sion
in thweight. "right?" = Re cable caused byQSp. the



  1. R48. MK. So wM / MR. Yeahe label th (^) at T? SmSp Sm = summary




  2. RMto where W. YBou ha goes onve a weight diagram right, i.e., in here. [Points the center.] C G The Claimthe weight. is the location of




  3. MR51. In th. Te mhe bar widdle. eight. Cl Cl (^) Weight is at the center.




  4. RM. Yeah, goes in the middle. Sp Supportwarrant. s the previous




  5. MRthe center.. That [i.e., the weight] always goes in W Supports the previous claim.




  6. MK. OK, sdiagram with WBo th while talkis is weight bar. [labelsing.] Sm This is a gRecorder sood exummarizinample ofg bef the ore
    moving on.




  7. MR56. MK. W. That should be athat? one end, 1.5 meters. RQCl G (^) RQCl = Request for




  8. MR. The weight of the bar. Cl Clarif ication.
    alw58. Tays do it fhey alwrom thays do it fe cenromter. W the cene're gter. Woing toe
    have to knolabels for thw hoe disw fatancesr over it is. [Indicating .]




C B
RQG

C = DoB = “They a it from thlways do it.” e center.
RQG = Request for Grounds.


  1. So it's always at 1.5. G Always at 1always in the m.5 imiddle, i.e., at plies it is

  2. MK. Oh, OK [Draws and labels the 1.5 the center of mass.
    meters.] Sp^ T
    1.5 m WB

  3. MR. Meters. Cl^
    Table 2-6. Group 4A, Lines 43-61, Coded.

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