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lisa landa

lisa l.

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Device Interface IP Address / Prefix Default Gateway R1 G0/0/0 192.168.0.1/24 N/A 2001:db8:acad::1/64 fe80::1 G0/0/1 192.168.1.1/24 N/A 200:db8:acad:1::1/64 fe80::1 S1 VLAN 1 192.168.1.2/24 192.168.1.1 PC-A NIC 192.168.1.3/24 192.168.1.1 2001:db8:acad:1::3/64 fe80::1 PC-B NIC 192.168.0.3/24 192.168.0.1 2001:db8:acad::3/64 fe80::1

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Pasteur's experiment provided conclusive evidence to reject the spontaneous generation hypothesis, which states that cells arise from nonliving material. As a consequence, his results supported the all-cells-from-cells hypothesis. Which element of Pasteur's experimental design was most important and why? His two treatments differed only in the shape of the flask, resulting in exposure of only one of the treatments to preexisting cells. His two treatments differed in the shape of the flask, the type of nutrient broth, and the amount of time the broth was boiled, allowing him to test multiple factors. His two treatments differed in both the type of nutrient broth and the shape of the flask, resulting in the exposure of only one of the treatments to preexisting cells. His two treatments differed only in the type of nutrient broth used, resulting in the exposure of only one of the treatments to preexisting cells.

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High pressure steam is used to generate electricity by passing it through a gas turbine. A steam source provides steam at 200.0 bar and 477 °C. The pressure is reduced to 10.0 bar by passing the steam through an adiabatic expansion valve. The lower pressure steam is then passed through the turbine, where it exits at a pressure of 1.0 bar. Physical Property Tables Inlet State What is the specific enthalpy of the inlet steam at 200.0 bar? kJ/kg

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3. In the posture shown and $\omega_2 = 36 \text{ rad/s cw}$, find the angular velocity of link 3 and link 4, and the Velocity of point B. $\vec{R}_{AO_2} = 4.3301\hat{i} + 2.5\hat{j}$ $\vec{R}_{O_4O_2} = 7\hat{i}$ $\vec{R}_{BA} = -3.9883\hat{i} - 6.9349\hat{j}$ $\vec{R}_{BO_4} = -6.6582\hat{i} - 4.4349\hat{j}$

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III. Questions to be answered 21 Suppose: one server may keep staying online for 3 years (1,000 days), which means that, if you have 1,000 servers, expect to lose 1 server per day. Try to estimate how many servers are required as back up in each day, if your company had 10 Million machines online constantly.

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Use a trigonometric substitution to simplify the following indefinite integral, but do not evaluate it. (Use \textit{t} as your new variable.) \( \int \frac{\sqrt{100 - x^2}}{x^2} dx = \int \text{ } dt \)

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The inverted image of a light bulb is formed on a screen located $d_i = 21.5$ m from a spherical mirror. The image is 3 times larger than the light bulb. What is the focal length of the mirror used? Please round your answer to one decimal place. Equation: Use the mirror and magnification equations $\frac{1}{d_o} + \frac{1}{d_i} = \frac{1}{f}$ $f = \frac{R}{2}$ $\frac{d_i}{d_o} = 3$ Question 29 2 pts A concave mirror is used to project an image of an object onto a screen. The distance between the object and the image is $d_o + d_i = 31$ cm. The focal length of the mirror is $f = 8.80$ cm. What is the image distance, $d_i$, in cm? (Assume that the object distance is larger than the image distance. (Hint: Solve a quadratic equation). Please round your answer to one decimal place. Equation: $\frac{1}{d_o} + \frac{1}{d_i} = \frac{1}{f}$ Quadratic equation: If $ax^2 + bx + c = 0$ then

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4: Corporate bond initially sold for $1000. Issuer will pay $40 interest every 6 months & repay $1000 face value after 10 years After 1 year, bond was sold for $900. What rate of return did original buyer recieve in terms of nominal interest rate? Hint - to get nominal interest rate in a year, multiply the rate of return by the total number of payments in a year. B. Nominal Interst Rate = 1.52% C. Nominal Interst Rate = 1.03% D. Nominal Interst Rate = 3.04% A. Nominal Interst Rate = 2.05%

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3. Mr Yona, age 55, wants to retire at age 70. Once Mr. You Tshs 100 million at the beginning of each year for 10 account that will pay 20% annually. In order to fund his 15 equal end-of-the-year deposits in this same specia annually. How large of an annual deposit must be made plans?

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11-5 For the circuit shown, verify that the modified $h$ parameters (indicated by primes) are $(1 + h_{re})R_e$ (a) $h'_{ie} \approx h_{ie} + \frac{(1 + h_{re})R_e}{1 + h_{oe}R_e}$ (b) $h'_{re} = \frac{h_{re} + h_{oe}R_e}{1 + h_{oe}R_e}$ $h_{se} - h_{oe}R_e$ (c) $h'_{se} = \frac{h_{se} - h_{oe}R_e}{1 + h_{oe}R_e}$ $h_{oe}$ (d) $h'_{oe} = \frac{h_{oe}}{1 + h_{oe}R_e}$ (e) To what do these expressions reduce if $h_{oe}R_e \ll 1$?

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