PHYSICS PROBLEM SOLVING

(Martin Jones) #1

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    on LP’s orispecifying thginal claim in 105 bye angle.




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    at th110. JHe force diag How'd yramou know the an] gle? [ all look^ RQCl^




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    but not the force. AC Alternactinchalleng at a 90ate Claimge is “but not”. T angl. The ime. plicit he force is not
    t's go114. JHing t Ito be ne's going to be ggative, rightoing clock? wise, so MC^ Modiand gified Cves the direction olaim relating backf a “b to 112, roken

  2. KJ Yeah Sp dow n” vector.

  3. L116. JHP P Slus...wo then what's plould be mus? inus the weight of RQCl^


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3] 119. LP Umm, no. It wouldn't be... RQCl Ch^ This challenge is answered in the next
episode.
Table 4-6. Group 4B, Episode 16, lines 105-119.
The lone challenge (line 119) actually is answered in the next episode (Table 4-7,
p. 148). Clearly although there is a challenge, the challenge is hardly argumentative. In
this case, the Consensus Checking in line 125 functions to gain agreement to the

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