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julie johnson

julie j.

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A mutation (involving alteration of 3 bases) changes a codon from CGA to AGA in a gene encoding an enzyme in yeast. (i) From your knowledge of the genetic code, predict the effect of this mutation on enzyme function and (ii) describe what this type of mutation is called: Group of answer choices No effect on enzyme function; silent mutation. no change in enzyme function; missense mutation. Slight decrease in enzyme activity; suppressor mutation. Complete inactivation of enzyme function; nonsense mutation.

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What value of a would make the graph of the following system of equations consist of two perpendicular lines?\\ \begin{cases} 8y = 9x + 3\\ y = ax - 2 \end{cases}

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Microaggressions" refer to: a. Overt and intentional discriminatory acts b. Subtle and often unintentional acts that communicate bias or hostility c. Positive interactions between groups d. The absence of prejudice in social interactions

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Units-of activity depreciation Year Units of Activity Depreciation Expense Accumulated Depreciation Net Book Value 40,500 $ 2019 15,000 2,475 2,475 $ $ 38,025 2020 45,000 7,425 9,900 30,600 2021 50,000 8,250 18,150 22,350 LINK TO TEXT LINK TO TEXT LINK TO TEXT LINK TO TEXT (c) What impact will the three methods of depreciation have on Natalie's balance sheet at December 31, 2019? What impact will the three methods have on Natalie's income statement in 2019? Straight-Line Double-declining Balance Units-of-Activity Cost of asset 40,500 40,500 40,500 $ Accumulated depreciation 2,200 5,400 2,475 Net book value 38,300 35,100 38,025 $ $ $ Depreciation expense 2,200 5,400 2,475 $ Lowest amount of net income Double-declining method Lowest amount of stockholders' equity Double-declining method Lowest net book value Double-declining method Greatest amount of net income Straight-line method Greatest amount of stockholders' equity Straight-line method Greatest net book value Straight-line method

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Write a program, in a file named indentation_print.py, which reads many lines from the user, in a loop; the easiest way to do this will be an infinite loop: while True: which uses break to end the loop when needed. For each line of input, count how many spaces there were at the beginning of the line, and print that out. (Note that some lines might have no leading spaces, and some might be entirely empty.) Terminate your loop when the user types quit on any input line. For this check, you should ignore all whitespace (that is, the user might type many spaces before and after quit), but only quit if quit is the only non-whitespace text on the line. You may assume that the input will always eventually include a quit line. NOTE: Do not count the indentation on the quit line. Simply break that loop at that point, without counting.

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54. If $f: A \to B$ and $g: C \to B$ such that $A \subset C$ and for each $a \in A$ we have \newline $f(a) = g(a)$ then $g$ extends $f$. We also say that $f$ extends to $g$. Assume that \newline $f: S \to \mathbb{R}$ is a uniformly continuous function defined on a subset $S$ of a metric \newline space $M$. \newline (a) Prove that $f$ extends to a uniformly continuous function $\overline{f}: \overline{S} \to \mathbb{R}$. \newline (b) Prove that $\overline{f}$ is the unique continuous extension of $f$ to a function defined \newline on $\overline{S}$. \newline (c) Prove the same things when $\mathbb{R}$ is replaced with a complete metric space \newline $N$.

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Directions: Answer all questions completely and show all work. Correct answers with no work shown will receive no credit. Be sure to round all probabilities to five decimal places (three if using a percentage) and all other numbers to three decimal places except where not necessary. 1. This problem will consider the chance experiment of spinning a fair coin and rolling three standard dice. (a) Let S represent the sample space. Express S in set notation. (b) Denote by E the event that occurs when the coin lands heads up and the sum of the sides of the dice facing up is larger than 10. Find P(E). Hint: How many possible rolls have a total larger than 10? (c) Denote by F the event that occurs when the coin lands heads up and the sum of the sides of the dice facing up is smaller than 14. Find P(F). (d) Let E and F be as described above. Find P(E\cap F) and P(F<sup>c</sup>). Are E and F mutually exclusive? Explain. 2. A sample of scores from the Town of Colonie Golfers' Loop was taken. Below is the graph of the relative frequency of a score better than (below) 80. The faint line shown represents a relative frequency of 44%. 1 0.9 0.8 0.7 0.6 0.5 0.4 0.3 0.2 0.1 2 4 6 8 10 12 14 16 18 20 22 Using the Weak Law of Large Numbers and the relative frequency approach to probability, estimate the probability that a score returned in the Town of Colonie Golfers' Loop is better than 80. Explain. 1

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QUESTION 15 When using the two probes (leads) that you connect to your multimeter in order to read electrical values on devices in your circuit, how must you wire the multimeter with a device in order to accurately read the device's electrical current? In series. Both series and parallel simultaneously. In parallel. It doesn't matter, just touch the probes to either side of the device you wish to measure. QUESTION 16 What is the frequency of a 570nm photon? Do not include units on numerical answers. If you intend to use scientific notation, use E to represent "x10^." For example: 3.7x10^-2C should be input as 3.7E-2C

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(6) Feedback Amplifier's. Answer both parts A and B for full credit (2+2=4 points) A) For the feedback voltage amplifier of Fig. below, let the op amp have an infinite input resistance, a zero output resistance, and a finite open-loop gain of 1000 V/V. If $R_1$ = 10 ?? what value should $R_2$ have to obtain an ideal closed-loop gain of 10? Now, calculate the loop gain $A\beta$ and use it to find the actual value of the closed-loop gain $A_f$. If $A_f$ is to be exactly 10, what must the value of $R_2$ be? B) A feedback amplifier utilizing voltage sampling and employing a basic voltage amplifier with a gain of 1000 V/V and an input resistance of 1000 ? has a closed-loop input resistance of 100 ??. What is the closed-loop gain? if the basic amplifier is used to implement a unity-gain voltage buffer, what input resistance do you expect. Answer ALL parts of problem number 6, both parts A and B. thank you.

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What is the benefit of using the HHR method instead of the HR max method?

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