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jessica bentley

jessica b.

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A PUMP 75% EFFICIENT DELIVERS HEAVY DIL WHOSE MASS DENSITY AND KINEMATICS VISCOSITY EQUAL TO 950 KEIm AND 4.0 X10 5 m? s RESPECTIVELY THROUGH A COD M. LONG OF 5Cm DIAMETER PIPE TO A STORAGE TANK WHOSE OIL LEVEL IS 5m. HIGHER THAN THAT OF THE SUPPLY TANK. FOR A FLOW OF 5 LITERS PER SECOND DETERMINE THE INPUT POWER OF THE PUMP IN HORSEPOWER USE DARCY - WEISBACH FORMULA.

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Consider the acid ionization reaction of carbonic acid ( H_(2)CO_(3) ), which has a K_(a) of 3.98\times 10^(-7) H_(2)CO_(3)(aq) H_(2)O(I)⇌HCO_(3)^(-)(aq) H_(3)O^( )(aq) Which of the following will decrease the pH of the resulting solution? I. Addition of HCO_(3)^(-) II. Addition of H_(2)CO_(3) III. Removal of HCO_(3)^(-) I only III only II only I and II only II and III only

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Part F In the SI system of units, what are the units of the quantity $\Delta Q / \Delta t$? joules amperes watts Submit Request Answer Provide Feedback

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In a fastener, the mechanical property toughness describes the material's ability to A. resist shock. B. eliminate ductility. C. resist dents and wear. D. withstand dynamic loading.

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7.84 - ADDITIONAL PROBLEMS Puntos: 1 A cart is pulled a distance D on a flat, horizontal surface by a constant force F that acts at an angle $\theta$ with the horizontal direction. The other forces on the object during this time are gravity ($F_W$), normal forces ($F_{N1}$) and ($F_{N2}$), and rolling frictions $F_{r1}$ and $F_{r2}$, as shown below. What is the work done by each force? Your expression should be in terms of the given variables. $W_F = F \cdot d \cdot \cos(\theta)$ $W_{Fw} = 0$ $W_{FN1} = 0$ $W_{FN2} = 0$ $W_{Fr1} = -F_{r1} \cdot D$ $W_{Fr2} = -F_{r2} \cdot D$

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The energy difference between eclipsed and staggered conformations is known as Steric strain Torsional Strain Tensile Strain

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Figure shows the third maximum fringe as a result of the incidence of monochromatic light with a frequency of (5.68 \times 10^{14} Hz). The number of lines contained in this grating is in one millimeter?

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Solve h-5 ≤ 10. One solution: all real numbers. h ≤ 15 or h ≥ -5. -15 ≤ h < -5. -5 ≤ h < 15. -5 ≤ h ≤ 15.

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Problem 4. A plant with an uncertain gain, $G(s) = \frac{\alpha}{s}$, where $-1 \leq \alpha \leq 1$, is feedback-controlled by $C(s)$. Check if there exists a feedback controller, $C(s)$, such that the system is stable for all possible $\alpha$'s.

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Answer the following questions in details: 1. Describe three mechanisms of performing virtual to physical address translation, along with prons and cons for each one of them. 2. Regarding the management of physical memory, describe the problems of (i) internal and (ii) ex- ternal fragmentation. For which one the paged memory mechanism performs better and why? 3. Assume that you are working on a system with paged memory that follows the Copy-on-Write fork()/exec() model regarding the creation of new processes. Answer with TRUE of FALSE the following questions, along with a justification for each one of them: (a) A process sets var=5 and then calls fork(). The child will find that var has a value of 5 if and only if the parent has not modified it after calling fork(). (b) If fptr=&var is the address of var for the parent, cptr=&var is the address of var for the child, then fptr==cptr. (c) Right after calling fork(), every read attempt on var from the parent and the clild will result in accessing the same physical address for both processes. (d) The command var=3 executed from the parent will result in page fault. (e) The command var=3 executed from the child will result in page fault. (f) When a process attempts to write to an address, for which the corresponding page table entry has no write permissions, will always result in segmentation fault. (g) When a process attempts to write to an address for which there is no valid area on its memory map, will always result in segmentation fault.

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