Numerade

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If a sample proportion is 0.58, which of the following could be a 90% confidence interval for the population proportion? Select all that apply. A. Lower bound: 0.52 Upper bound: 0.64 B. Lower bound: 0.54 Upper bound: 0.62 C. Lower bound: 0.56, Upper bound: 0.63 ☐ D. Lower bound 0.46 Upper bound: 0.64 E. Lower bound: 0.64: Upper bound: 0.76

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Problem 8: For the circuit shown in the figure below, find the state variable model if the output is $I_o$. Pick $e_{c1}$, $e_{c2}$ and $I_L$ as the state variables.

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+AR 2 -AM 3 +P 1 +AM 4 -P 1. The LB agar contains ampicillin. 2. The LB agar does not contain ampicillin. 3. The bacterial solution contains plasmids. 4. The bacterial solution does not contain plasmids. 5. The LB agar contains arabinose. 6. The LB agar contains plasmids.

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Find the critical points of f(x)=-12x^(4)+4x^(2)-3 and apply the Second Derivative Test (if possible) to determine whether each of them corresponds to a local minimum or maximum. (Use symbolic notation and fractions where needed. Give your answer in the form of a comma separated list. Enter DNE if there are no critical points.) the critical points with a local minimum at x= the critical points with a local maximum at x= Find the critical points of fx)=12x+ 4x23 and apply the Second Derivative Test (if possible) to determine whether each of them corresponds to a local minimum or maximum. (Use symbolic notation and fractions where nceded. Give your answer in the form of a comma separated list. Enter DNE if there are no critical points.) the critical points with a local minimum at x= the critical points with a local maximum at x=

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Describe the shape of the distribution in the table below. State Proportion of Residents Without Health Insurance Louisiana .19 New Jersey .13 New York .16 Pennsylvania .11 Rhode Island .09 South Carolina .13 Texas .25 Washington .14 Wisconsin .10

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Solve: $|4x + 3| + 4 > 3$ and graph the solution set.

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1. Randall's Seafood Processing Plant in southern Louisiana has historically discharged their wastewater into the nearby lake with a bayou flowing in and out of the lake. However, the Louisiana Department of Environmental Quality has recently fined the company for noncompliance of their NPDES discharge permit. Randall's has argued that their discharges do not impact the lake (or the bayou downstream of the lake). Given the expertise of this class, you have been asked by the seafood company to provide expert testimony on their behalf. Before you can agree to this, you need to determine whether the company's claim is correct. The specifics of the case are below (55 points): Bayou flowrate: 13 cfs Seafood processing discharge flowrate: 4 cfs (ft³/s) Bayou BOD, upstream of lake: 3 mg/L Seafood processing discharge BOD$_5$: 545 mg/L Background BOD$_5$ level in lake: 1.5 mg/L Decay coefficient: 0.115/day Volume of lake: 550,000 m³ a) LDEQ has set a maximum limit of 20 mg/L BOD$_5$ (at steady state conditions) in the lake. Is the company's claim that it does not impact the lake correct? b) How long will it take the lake to reach steady state conditions with the given conditions as listed above? c) If the lake is above the 20 mg/l maximum level (at steady state), what must the plant discharge BOD$_5$ concentration be to reach the 20 mg/l lake concentration?

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Measurements from a 99\Omega transmission line were as follows: • Standing wave ratio = 23 • Distance from the load to the first voltage minimum = 2.3m • Distance from the load to the second voltage minimum = 19.0m What is the load impedance? Select one: ? a. 0.79+j(6.91)\Omega b. 5.22+j(45.62)\Omega c. 48.54+j(-212.07)\Omega d. 8.99+j(-102.95)\Omega

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Prove: If x is a real number and x < 3, then 12 - 7x + x^2 > 0.

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Express the limit as a definite integral on the given interval.\\ $ \lim_{n \to \infty} \sum_{i=1}^{n} [2(x_i^*)^3 - 8x_i^*] \Delta x $, $ [2, 7] $\\ $ \int_2^{ } (\qquad) dx $\\ Need Help?\\ Read It\\ Watch It\\ 5. [-/2 Points]\\ DETAILS\\ SCALCET8 5.2.020.\\ Express the limit as a definite integral on the given interval.\\ $ \lim_{n \to \infty} \sum_{i=1}^{n} \frac{x_i^2}{(x_i^*)^2 + 8} \Delta x $, $ [1, 3] $\\ $ \int_1^{ } (\qquad) dx $\\ Need Help?\\ Read It\\ Submit Answer\\ 6. [1/1 Points]\\ DETAILS\\ PREVIOUS ANSWERS\\ SCALCET8

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john h.