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kurt jones

kurt j.

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Find a value of s in the interval $[0, \frac{\pi}{2}]$ that satisfies the given statement. $\sec s = 1.1302$ $s = \Box$ (Round to four decimal places as needed.)

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Use Green's Theorem to evaluate the line integral along the given positively oriented curve. $$ \int_C (5y + 7e^{\sqrt{x}}) dx + (10x + 9 \cos y^2) dy $$ C is the boundary of the region enclosed by the parabolas $y = x^2$ and $x = y^2$

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Question 26 Answer each of the following.................... A. Assume that you have $7500 today to invest for 20 years. You can invest at 8% per year, compounded quarterly. How much will you have accumulated at the end of the 20 years? B. Assume that you need to accumulate a total of $50,000 at the end of 32 years. You can invest at 4% per year, compounded semiannually. How much must you invest today in order to reach your $50,000 goal? C. Assume that you have $7500 today and need a total of $12,000 at the end of 10 years. If you can invest today, you can earn interest compounded monthly. What annual interest must you earn? Be sure to state your final answer in annual terms. D. Assume that you have $5000 today that you can invest at a rate of 8% per year, compounded semiannually. How many years will it take your money to triple? Be sure to state your answer in years. E. Assume that you have the opportunity to invest in a regular (deferred) annuity of $500 paid semiannually. The annuity will run for 10 years. If your required rate of return is 6% per year, compounded semiannually, what is the present value of the annuity?

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Write an equation for the oxidation of isoborneol with bleach (sodium hypochlorite, NaClO) in acetic acid showing starting materials and products.

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if the light and load for 10,000 foot square building is estimated at 1 watt for foot squared what will be the resulting heat generated by Lighting in the units of mbts for 3,000 hours

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1. Given that $\alpha$ is in Quadrant 3 and $\tan(\alpha) = \frac{2}{7}$, give an exact answer for the following: a. $\sin(2\alpha) =$ b. $\cos(2\alpha) =$ c. $\tan(2\alpha) =$ 2. Given that $\beta$ is in Quadrant 3 and $\cos(\beta) = \frac{5}{7}$, give an exact answer for the following: a. $\sin(2\beta) =$ b. $\cos(2\beta) =$ c. $\tan(2\beta) =$ \textbullet Decimal approximations are not allowed for this problem} \textbullet Enter your answer in exact form. \textbullet Use "sqrt()" to represent $\sqrt{}$

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Problem 1 Create a function that will take a name as one string and then separate it into first name and last name. BE SURE TO USE A SEPARATE FUNCTION FOR THIS. This function should take one string as an argument, and return two strings. For simplicity's sake, only use names that have one first and one last name. Call this code name_separator.py

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Test #2 Problem #2 April 21, 2016 A spherical capacitor, with cross section as show at right, has its inner electrode (r=15mm) at ground potential and its outer electrode (r=100mm) at a potential of 200V. $\epsilon_r$ = 5.0 for the dielectric between the electrodes. $\rho_\nu$=0 for the dielectric. Determine V and $\vec{E}$ at r=40mm. 100mm 15mm 0V 200V Chapter 6 $V(\rho = 40 mm) = 147 V$ $\vec{E} (\rho = 40 mm) = -2206 \hat{a}_r \frac{V}{m}$

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With COPD, there is a decreased air flow from the lungs. This could be caused by which of the following reasons? Select all that apply - inflammation of major and small airways - destruction of the walls between your lungs' air sacs - weakening of the respiratory muscles - excess mucus production

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B. Find $f'(x)$ and find the value(s) of $x$ where the tangent line is horizontal $f(x) = (2x - 9)(x^2 + 6)$.

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