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josefina marshall

josefina m.

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do contemporary jews think that there is only an after life?

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Which of the following is most accurate? The output of an AND gate, given that it has two input values and they are both "1", would be a "2". The output of an AND gate, given that it has two input values and they are both "1", would be a "1". The output of an AND gate, given that it has two input values and they are both "1", would be a "0". The output of an AND gate, given that it has two input values and they are both "1", would be unknown.

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An investor recently purchased a 3%, five-year corporate bond at 110. What's the bond's cost basis for tax purposes on its maturity date? A $1,100 B $20 C $1,000 D $0

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4. It is possible to approximate the sum of an infinite series by using the for statement. The following code computes $\sum_{i=0}^{\infty} \frac{1}{2^i} = 1 + \frac{1}{2} + \frac{1}{4} + \frac{1}{8} + \frac{1}{16} + ...$ which converges to 2. (proof).

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Why is identification important in the process of DNA recombinant technology?

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\begin{equation} \label{eq:1} (h^2/2mA) = - \sum_n \left[ (k - 2\pi n/a)^2 - (2me/h^2) \right]^{-1} . \end{equation} The sum can be carried out with the help of the standard relation \begin{equation} \label{eq:2} ctn \ x = \sum_n \frac{1}{n\pi + x} . \end{equation} The term on the righthand side of (24) can be written as \begin{equation} \label{eq:3} -(a^2/8K) \sum_n \left\{ \frac{1}{[n\pi -(a/2)(k+K)]} - \frac{1}{[n\pi -(a/2)(k-K)]} \right\} (with \ K = \sqrt{2me/h^2}) \end{equation} HW-7-2 Use (25) and (26), show that (24) can be written as; \begin{equation} \label{eq:4} (mAa^2/2h^2)(Ka)^{-1} \sin \ Ka + \cos \ Ka = \cos \ ka \end{equation}

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Assignment Booklet 7 rks) 3. Trinh has decided to save money to buy a new computer. She invests $800 in an account that earns 5% per year, compounded quarterly. Determine how long she needs to invest her money to have $1000 by using the equation 1000 = 800(1.0125)$^n$, where n is measured in quarters of a year (three-month increments). NOTE: You may not use logarithms to solve this problem.

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Austin Bradford Hill's criteria is traditionally helpful in determining what in epidemiological studies?

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Select all true options for the Stack memory of a microcontroller: a. When information is written to the stack, the stack pointer decrements by one. b. The stack is used to store constant values that are referred to multiple times. c. A 'stack frame' refers to the outside of the SRAM. d. The stack operates in a 'Last-in, First-out' style e. The stack operates in a 'First-in, First-out' style. f. When information is written to the stack, the stack pointer increments by one. g. The stack pointer (SP) points to the address of the next free location on the stack. h. A 'stack frame' refers to all the data required to store the program context i. The stack is used to store data that typically only needs to be read once. j. The stack pointer points to the address that has just had information sent to it.

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Question 3 10 pts Suppose the average length of time to finish an exam is 50 minutes. If a random sample of 9 students' times has standard deviation 6, what is the approximate probability the average time of the sampled students to complete the exam will be more than 54.6 minutes? 0.011 0.025 0.989 0.975

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