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marina hanna

marina h.

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Let g(t) = 12 - 3t + 7 and use the limit definition of the derivative to find g'(t).

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true or false. NADH, ATP, and FADH2 are ALL examples of activated carriers.

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Given the sample 14, 2, 10, 11, 5, 6, 6, 8, 5, 7, find the following. (Round your answers to two decimal places.) (a) Variance $s^2$ using formula below $s^2 = \frac{\sum (x - \bar{x})^2}{n - 1}$ s$^2$ = 8.93 (b) Variance $s^2$ using formula below $s^2 = \frac{\sum x^2 - \frac{(\sum x)^2}{n}}{n - 1}$ s$^2$ = 8.93 (c) Standard deviation, s s = 2.99

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Imagine there was no region of cell expansion in plants. This would still result in some plant growth, but the cells would be much smaller in size by the time the cells began to differentiate. true false

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Lab 4 Trig Integrals Part 1 Powers of Sine and Cosine The purpose of part one of this activity is to develop a strategy for integrating powers of Sine and Cosine, that is, integrals of the form $\int sin^n \theta cos^m \theta d\theta$. Work with your neighbor to make sense of the following problems as you work toward developing your own general strategy. Would your strategy work for any of these in the table below? Indicate which by writing the simplified form of the integrand after substitution. Problem Substitution New integral in w $\int sin^3 \theta cos \theta d\theta$ $w = sin \theta$ $\int w^3 dw$ $\int sin^5 \theta cos \theta d\theta$ $\int sin \theta cos^3 \theta d\theta$ $\int cos^4 \theta d\theta$ Describe the general form of the integrands in the table above. Briefly describe your strategy for integrating the functions in the table above 1. Evaluate $\int sin^3 \theta cos \theta d\theta$. 2. Now consider $\int sin \theta cos^3 \theta d\theta$. How is this problem different from the problems on the last page? Slick Maneuver of the Day: "Pull off" one of the powers of $cos \theta$ $cos^3 \theta = cos^2 \theta cos \theta$ and use the identity $sin^2 \theta + cos^2 \theta = 1$ to transform the problem into one of the type in problem 1. Try it yourself Would the "slick maneuver of the day" also work for the following integrals? If so, indicate the algebra maneuver, the trig identity, and the new integral after the substitution. Problem Perform Algebra Maneuver Use Trig Identity Make Substitution $\int sin^3 \theta cos \theta d\theta$ $\int sin^3 \theta cos^2 \theta d\theta$ $\int sin^3 \theta (1 - sin^2 \theta) cos \theta d\theta$ $\int w^3 (1 - w^2) dw$ $\int cos^3 \theta d\theta$ $\int sin^5 \theta d\theta$ $\int sin^3 \theta cos^2 \theta d\theta$ Wait a minute, would the strategy outlined above work for the following problem? If so, carry it out, if not, explain why the strategy would not work and move on. $\int sin^2 \theta cos^4 \theta d\theta$ Part 2: Powers of Tangent and Secant In this part of the lab we investigate integrals of the form $\int tan^n \theta sec^m \theta d\theta$. There are two cases that are fairly straightforward that we investigate here. Problem 1 explores one case and problem 2 the second. 1. Consider $\int tan^7 \theta sec^2 \theta d\theta$. Evaluate the integral by making the substitution $w = tan \theta$.

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Exercise 07.15 Algo (Sampling Distribution of x) A population has a mean of 300 and a standard deviation of 90. Suppose a simple random sample of size 100 is selected and is used to estimate $\mu$. Use z-table. a. What is the probability that the sample mean will be within ±8 of the population mean (to 4 decimals)? b. What is the probability that the sample mean will be within ±10 of the population mean (to 4 decimals)?

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what cells in the central nervous system have cilia that move in order to circulate cerebrospinal fluid?

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You are the audit senior at T \& C Chartered Accountants, an audit firm that was established five years ago. In your firm, you have an audit partner with ten years' experience, three audit managers and also four audit senior that include yourself. It is just after you have completed the review of the audit performed by the audit team of your firm on one of your firm's clients; High-Five Ltd for the financial year ended 31 June 2021. You have discovered the following during the audit: FIRST DISCOVERY As you were reviewing the audit documentation and working papers that were prepared by your audit team, you found out that one of the audit member, who happens to be an audit trainee, Bridget was taking clients files home in order to perform some manual checks on them without any supervision, as she claim that the time allocated to her to complete the task is not sufficient. During her interview with the audit partner, Bridget also stated that her work was rarely reviewed by her seniors and the seniors did not provide her with any supervision during the period of the audit. Further investigation also reviewed that Bridget was not supposed to be on attachment as she had some pending modules at her college of study as there was no one within the firm who bothered contacting her college prior to offering her placement. SECOND DISCOVERY In order to reduce the audit fees, the client provided your firm with the internal auditor's report and also a report from the expert in valuation. These reports were used in a number of occasions by your audit team for a number of audit procedures. Required: a. With reference to the First discovery, evaluate the quality control system at T\& C Chartered Accountants and discuss the implications of these quality control systems at both the firm and also engagement level. (10) b. Discuss FIVE factors that should be considered by T\&C Chartered Accountants audit team before relying on the work that was performed by the client's internal auditors and the valuation expert. (10) c. Evaluate the following risks, with the aid of practical examples; (i) Business Risk (ii) Audit Risk (15)

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Find y if the slope between (1,y) and (-3,7) is -1 .

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As the length of the fiber decreases tension decreases because... the tendon becomes slack and can't efficiently transmit the tension created to the bone less calcium is released in response to an action potential as the muscle becomes too relaxed action potentials can no longer transmit down the plasma membrane actin is pulled away from myosin limiting the amount of cross bridging actin overlaps on top of other actin limiting the amount of cross bridging

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