Band Care experimentally measured values, and D is a constant, given as a literature value of 1.500+/-0.005. The final result is the value E, calculated via the equation below with pi being the constant . "g" is a defined value. loge [(8 pi) x B()| D C() E() - Raw Data: Trial +/- 327 4. 1 2 24.6 25.9 23.3 .5 .6 318 333 Calculate the final result E for each of the three trials. E(1) - E(2) - E(3)- Show a sample calculation of E(1) (that is for the data in trial 1).

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B and Care experimentally measured values, and D is a constant, given as a literature value of
1.500+/-0.005. The final result is the value E, calculated via the equation below with pi being
the constant n. "g" is a defined value.
[(8 pi)? x B(1)
- D
C(1)
E() = logso
Raw Data:
Trial #
B
+/-
+/-
1
24.6
.5
327
2
25.9
.6
318
6.
3
23.3
333
5.
Calculate the final result E for each of the three trials.
E(1) =
E(2) =
E(3) =
Show a sample calculation of E(1) (that is for the data in trial 1).
Show a sample calculation of the experimental uncertainty in E(1). (Propagate uncertainty
through each step of the calculation.)
2
Transcribed Image Text:B and Care experimentally measured values, and D is a constant, given as a literature value of 1.500+/-0.005. The final result is the value E, calculated via the equation below with pi being the constant n. "g" is a defined value. [(8 pi)? x B(1) - D C(1) E() = logso Raw Data: Trial # B +/- +/- 1 24.6 .5 327 2 25.9 .6 318 6. 3 23.3 333 5. Calculate the final result E for each of the three trials. E(1) = E(2) = E(3) = Show a sample calculation of E(1) (that is for the data in trial 1). Show a sample calculation of the experimental uncertainty in E(1). (Propagate uncertainty through each step of the calculation.) 2
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