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Course Level Date Clip# Line Interlocutor Content
Oral Assessments Graduate 2019-08-22 3 113 UNK (.)
Oral Assessments Graduate 2019-08-22 3 114 S01 so the area is→ A divide by B↘
Oral Assessments Graduate 2019-08-22 3 115 UNK (1.8)
Oral Assessments Graduate 2019-08-22 3 116 S01 so this is the area that's ⁎uh:⁎→ actually resists against the
Oral Assessments Graduate 2019-08-22 3 117 S01 load↘ which emits uh in this case is a tensile→ tensile force↘
Oral Assessments Graduate 2019-08-22 3 118 S01 so uh at the same→ kind of the concept→ so we have the same (1.7)
Oral Assessments Graduate 2019-08-22 3 119 S01 beam and the same length↘
Oral Assessments Graduate 2019-08-22 3 120 UNK (1.3)
Oral Assessments Graduate 2019-08-22 3 121 S01 ⁎and uh⁎ (1.2) we have two equal ∇forces∇ (1.8) acting normal
Oral Assessments Graduate 2019-08-22 3 122 S01 to the cross section→ okay↘
Oral Assessments Graduate 2019-08-22 3 123 T02 I'm sorry I have a question→ um kind of going back to the area
Oral Assessments Graduate 2019-08-22 3 124 T02 that you mentioned↘≈
Oral Assessments Graduate 2019-08-22 3 125 S01 +≈ yep
Oral Assessments Graduate 2019-08-22 3 126 T02 um→ is it possible that- you might be doing this with something
Oral Assessments Graduate 2019-08-22 3 127 T02 that has like→ (.) that is like hollow on the inside→ but like
Oral Assessments Graduate 2019-08-22 3 128 T02 has a hole going through it↗≈
Oral Assessments Graduate 2019-08-22 3 129 S01 yep yep→ for example ∇if the:∇→ ∆for example∆ if uh: we have the
Oral Assessments Graduate 2019-08-22 3 130 S01 hollow here→ so the area would be the affective area↘
Oral Assessments Graduate 2019-08-22 3 131 UNK (0.5)
Oral Assessments Graduate 2019-08-22 3 132 S01 so it means we have to dis- kind of the:→ (0.6) just calculate the:
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