(^)
Dialog Coding Comments
- Lthat on here. We'P Now wait a sd be lookeconing at it ind, we can ch...weckould
that be sdiagram anine? Yesd rotates. [places the pen pen arou onnd an force axis
centered on the origin]
W C Ne"visuw Eal" warranpisode. Ext. cellent example of aWstrut Wmug1
2 sin
2
2 cos
= Multiply by the sine. C
JH107. KJ Yeah Which way we going? , because if here's your angle, RQC RQC = Request for Claim.
right108. L? P Yep. Sp C Claim angles. relates to complementary^
KJ Yeah110. JH How'd y... ou know the angle? RQCl Sp (^) [ all look at the force diagram]
KJ Welgoing to be thl, you'd ue angle withse it, if you...w the arm, isnell it's 't it? C anglClaimes. [motions a relates to colong tmplemhe hoentaryrizontal
JH Well, it's [the angle] ninety degrees. axis of the force diagram with his pen]
You break113. KJ T it dowhe wall armn. , that's ninety degrees, C anglClaimes. relates to complementary^
but n114. JHot th Ite f's going to be gorce. oing clockwise, so C Additional Claim^
t's go115. King tJ Yo be neeah gative, right? Sp C Additional Claim^
L116. JHP P Slus...wo then what's plould be mus? inus the weight of RQCl^
the m118. Jug.H So w (^) hat, 3? RQCl Cl^ [begins writing equation 3]
- LP Umm, no. It wouldn't be... Ch Ch = Challenge (albeit a weak one.)
Table 3-18. Group 4B, Episode 16, lines 105-119, Initial Coding.