Numerade

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The switch is closed in the figure below. After a long time compared with the time constant of the circuit, what will the current be in the 2 $\Omega$ resistor? 2 $\Omega$ 1 $\Omega$ 1 F 1 $\Omega$ 6 V 2 A 3 A 1 A 4 A more information needed

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A gaseous compound has a density of 1.90g/L at 27.9 Celcius and 1.56 atm. What is the molar mass of the compound

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Which is the main role of proteins in cells? Multiple choice question. Structural and functional molecules. Long term energy molecules. Quick energy source for the cell. Contain genetic information.

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The leading cause of preventable infertility is: - HPV - Chlamydia - Trichomoniasis - Hepatitis B The leading cause of preventable infertility is: - HPV - Chlamydia - Trichomoniasis - Hepatitis B

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Part 1 of 4 n = Part 2 of 4 l = Part 3 of 4 m? = Part 4 of 4 ms =

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A 500V, 50kW series motor operates at 900rpm on full load. Calculate the armature current in the motor if the load is reduced until the output torque is 300Nm. It may be assumed that all losses may be neglected and that the magnetic current remains unsaturated. a. 36.1 A b. 75.2 A c. 82.68 A d. 15.26 A

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Eva is expecting a baby and she is afraid to get vaccinated against COVID-19 because her friend told her that the vaccine may hurt her unborn baby. Eva's reluctance to get vaccinated is best explained within the following sociological paradigm: Symbolic Interactionism Feminism Conflict Structural functional

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8-14. Consider the following table for the economy of a nation whose residents produce four final goods. 2019 2020 Good Price Quantity Price Quantity Computers $1,000 10 $800 15 Bananas 6 3,000 11 1,000 Televisions 100 500 150 300 Cookies 1 10,000 2 10,000 Assuming a 2018 base year: a. What is nominal GDP for 2019 and 2020? b. What is real GDP for 2019 and 2020?

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Problem 3 F = $2x + y, x, 3$ and $C_1$ is the curve parametrized by $r_1(t) = $2t, t^2 + 5, 1 - t$$ for $1 \le t \le 3$. (a) Find the work done by F to move an object along $C_1$. (b) $C_2$ is the line segment from $r_1(1)$ to $r_1(3)$. Find a parametrization $r_2(t)$ for $C_2$. (c) Find the work done by F to move an object along $C_2$. How does the answer compare to the answer you found in part (a)?

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(30 points) Find an equation of the curve that satisfies \frac{dy}{dx} = 44yx^{10} and whose $y$-intercept is 5. \newline y(x) =

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brandi g.