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kelly wilson

kelly w.

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PROCEDURE A: Number density of solenoid (turns/m): 0.4 Measured Magnetic field without External Current (Gauss): 7.06G able[[ able[[Voltage],[across the],[Solenoid],[Volts]], able[[Current passing],[through the],[Solenoid (Amps)]], able[[Measured],[Magnetic field],[inside the],[Solenoid (Gauss)],[m Tesla]], able[[Measured],[Magnetic field],[due to the],[Current (Tesla)]], able[[Theoretical],[Magnetic field],[at the center of],[the Solenoid],[Tesla]]],[0,0,7.06x10^(-3),0,0],[0.9V,0.50Amp,30.20x10^(-3),23.14x10^(-4),],[1.8V,1.00Amp,50.41x10^(-3),,],[2.7V,1.30Amp,71.57x10^(-3),,],[3.7V,2.00Amp,92.74x10^(-3),,],[4.6V,2.50Amp,113.91x10^(-3),,],[5.5V,3.00Amp,135.07x10^(-3),,],[6.4V,3.50Amp,156.25x10^(-3),,],[7.4V,4.00Amp,176.42x10^(-3),,],[8.3V,4.50Amp,197.69x10^(-3),,],[9.3V,5.00Amp,218.92x10^(-3),,]] Slope (experimental) Slope (theoretical) % difference Magnetic Fields 5-7 PROCEDURE A: IATHICW Number density of solenoid (turns/m): 0.4 Measured Magnetic field without External Current: 7.0 Gauss Measured Magnetic field inside the Solenoid (Gauss): 30.20x10^(-3) m Tesla Measured Magnetic field due to the Current (Tesla): 23.14x10^(-4) Theoretical Magnetic field at the center of the Solenoid (Tesla) Voltage Current passing Magnetic field Magnetic field Magnetic field across the through the due to the at the center of Solenoid Solenoid (Amps) inside the Solenoid (Gauss) Current (Tesla) (Volts) (Tesla) m Tesla 0 0 0 7.06x10^(-3) 0.9 0.50 30.20x10^(-3) 23.14x10^(-4) 1.8 1.00 50.41x10^(-3) 2.7 1.30 71.57x10^(-3) 3.7 2.00 92.74x10^(-3) 4.6 2.50 113.91x10^(-3) 5.5 3.00 135.07x10^(-3) 6.4 3.50 156.25x10^(-3) 7.4 4.00 176.42x10^(-3) 8.3 4.50 197.69x10^(-3) 9.3 5.00 218.92x10^(-3) Slope (theoretical) Slope (experimental) % difference 5-7 Magnetic Fields

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Find the indefinite integral using the substitution: $x = 5 \sec \theta$ $\int \frac{1}{\sqrt{x^2 - 25}} dx$

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Differentiate the given function. $f(x) = (x + 3)(2 - 3x)$

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2.10 Describe and provide examples of the roles of positive and negative feedback in controlling hormone release. (Module 16.7 and page 1054)

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What is the molar mass (in g/mol) of a gas if 0.752 g of the gas occupies 125 mL at 569 torr and 22 oC?

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There is a source vertex s in G, for which \sum fsi + \sum fis = w, where the summations are taken over all vertices in G

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Texts: Oil, with ρ = 900 kg/m³ and viscosity = 0.01 Pa·s, flows at Q = 0.2 m³/s through 500 m of 200 mm diameter cast-iron pipe and e = 0.26 mm. Determine 1- The head loss, hL 2- The pressure drop (P1 – P2), if the pipe slopes down with 10º in the flow direction.

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The angular position of a point on the rim of a rotating wheel is given by θ(t) = -1.00 - 0.900t + 0.250t^2, where θ is in radians if t is given in seconds. For t > 0, what is the minimum value of θ(t)?

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10 Marginal Physical Product (units of output) 864 a 2 b c d 00 g 1 2 3 4 5 67 h MPP i j 89 10 Labor Input (workers per period) At which level of labor input is marginal cost minimized? a. 2 b. 4 c. 9 d. 10 e. none of the above

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Find the slope of a line perpendicular to the line whose equation is 3x+y=-9. Fully simplify your answer. Answer: -3 Submit Answer

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