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craig lowe

craig l.

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A recent study on the returns to entrepreneurship earned by entrepreneurs showed that, while there is much greater variability in income compared to wage earners, entrepreneurs earned an average of ______ % more than wage earners. 42 33 58 17

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In the DNA sequence 5′-TGAC -3′, the phosphodiester linkage between a nucleotide that contains guanine and an incoming nucleotide containing adenine connects:

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The value chain concept is composed of two types of activities known as A primary and support. B technology and support. C support and value. D primary and secondary.

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a strip of invisible tape 0.15m long by 0.012m wide is charged uniformly with a total net charge of 2nC( nano = 1 x 10^-9) and is suspended

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Choose all sets that contain the number -2.22 . Natural numbers Whole numbers Integers Rational numbers Irrational numbers Real numbers DO NE

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In decreasing returns, an additional unit of input added to a production process: increases output, but at a decreasing rate. increases output at an increasing rate. does not change output. decreases output. decreases output at a decreasing rate.

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Retrieve all courses that have the letters a, e, i in THAT order in their names. Retrieve all courses that have the letters a, e, i in ANY order in their names. Retrieve the names of all students who failed a course (grade of F) along with the name of the course that they failed. Retrieve the percentage of solid A grades compared to all courses, and rename that column "Percent_A". Retrieve the names and numbers of all courses that do not have prerequisites. Retrieve the names of all students and their advisors if they have one.

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Q2. A particular system can be represented by the following state space equation: $\begin{bmatrix} \dot{x}_1\\ \dot{x}_2\\ \dot{x}_3 \end{bmatrix} = \begin{bmatrix} a_1 & 0 & 0\\ 0 & a_2 & a_3\\ 0 & 0 & a_3 \end{bmatrix} \begin{bmatrix} x_1\\ x_2\\ x_3 \end{bmatrix} + \begin{bmatrix} b_1\\ b_2\\ b_3 \end{bmatrix} u$ where $x_1$, $x_2$ and $x_3$ are the system states and $u$ is the input to the system. When this system is simulated using Euler integration the plots shown in Figure Q2 are obtained when a step of magnitude equal to 2 is applied to the input. The step size used to obtain these responses is 0.2 seconds. [figure] Figure Q2 (a) From the responses shown in Figure Q2 determine the values for $a_1$, $a_2$ and $a_3$ in the above state space equation. [12] (b) Hence or otherwise determine the values for $b_1$, $b_2$ and $b_3$ in the above state space equation. [10] (c) Show how the state equations for this system can be represented within a function coded in the Matlab programming language. [3]

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• Heat transfer takes place between a gas inside a cylindrical tube and a liquid surrounding the tube. Liquids have good energy transmission characteristics, and the temperature on the outer surface of the tube (at r = R) can be taken to be equal to the liquid temperature (TL). On the other hand, gases do not have such good energy transmission characteristics, so Newton's "law" of cooling must be applied at the inner surface (at r = mR where m < 1): $q_r = -k \frac{dT}{dr} = h(T_o - T)$ where $T_o$ is the temperature of the gas. The system is at steady state, heat flows only in the radial direction, and physical properties can be considered to be constant. Reduce the energy equation in terms of the heat flux to the form that applies to the tube separating the gas and liquid, clearly noting why terms are zero. Reduce the energy equation for a pure Newtonian fluid with constant density and thermal conductivity to the form that applies to the tube, again clearly noting why terms are zero. Demonstrate that these two equations are equivalent. Determine the temperature profile in the tube. Determine the heat transfer rate between the gas and liquid.

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Task 1: Convert following UML diagram to java code. <<Interface>> Ticker -void Tick() <<implements>> <<Implements>> -int day -int month -int year Date Date(int day, int month, int year) +int getDate() +int getMonth() +int getYear() +void setDate(int date) +void setMonth(int month) +void setYear(int year) +String toString() +void Tick() -int seconds -int minutes -int hours Time +Time(int seconds, int minutes, int hours) +int getSeconds() +int getMinutes() +int getHours() +void setSeconds(int seconds) +void setMinutes(int minutes) +void setHours(int hours) +String toString() +void Tick() Test Class: Tick method in Time class Increment in seconds and if second is equal to 60 rest it 0 and incremnt in minutes. If minutes is equal to 60 rest minutes to 0 and increment in hours. If hours is equal to 24 rest it to 0. Tick method in Date class Increment in days, if day is equal to 30 rest it 1 and incremnt in month. If month is equal to 12 rest month to 1 and increment in year. Check expected output and create object of date and time class accordingly and call toString() for both. Now set data and time and and call toString(). Now create polymorphic reference of Ticker interface with name dateTime and call tick method for date and time and then call toString(). Date(date=16, month=4, year=2019) Time(seconds=1, minutes=2, hours=3) Date(date=25, month=11, year=2019) Time(seconds=55, minutes=55, hours=23) Date(date=1, month=1, year=2020) Time(seconds=0, minutes=0, hours=0) BUILD SUCCESSFUL (total time: 0 seconds)

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