Numerade

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3. The ramp ABCD is supported by cables at corners C and D. The tensile force in both cables is 420N. Determine the moment about point A produced by the force exerted at point C. 1 point Z E F G (4.5, 0, 5) H 4 m A (0,0,1) B (4.5, 0, 1) 1 m D C (5.5, 5, 0) 5 m X 1 m Y 4.5 m 1 m $M_c = 411.84i - 2182.77j - 411.84k$ $M_c = 1647.38i + 2812.77j - 1853.3k$ $M_c = -1647.38i + 2812.77j + 1853.3k$ $M_c = -411.84i - 2182.77j + 411.84k$

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Last year, blue fin firm borrowed $175,000 from XYZ bank. The fixed rate loan was amortized over 5 years with monthly payments. The interest rate was 8.5%. 1. What was the required monthly payment? 2.. Today (12m after the start of the loan), the market interest rate has dropped significantly, and blue fin firm wants to refinance. How much does blue fin firm need to pay the original lender to pay off the original loan? 3.. Because interest paid is tax deductible, help blue fin firm determine how much in total interest it paid over the past 12 months. 4.. What is the Effective annaul rate of said loan?

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What is the second leading cause of death for young people ages 15 to 34. Group of answer choices car accidents smoking/vaping suicide drinking

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helllomge Perform the operations. Encircle the sum or difference that will m nparison correct. 1) $ 6032 \div 16= $ 377 $ \qquad $ a) $ 154+223 $ $ \qquad $ b) $ 833-458 $ $ \qquad $ 375 $ 6192 \div 12= $ $ \qquad $ a) $ 348+267 $ $ \qquad $ b) $ 871-356 $ $ \qquad $ $ 3358 \div 23= $ $ \qquad $ a) $ 113+205 $ $ \qquad $ b) $ 491-345 $ $ \qquad $

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In two-dimensional space xy (with B in the z-direction) we have a proton. With a Landau gauge choice A=xBe y^, write (in closed analytical form) the common eigenfunctions of Hamiltonian H and X0, and then (separately) the common eigenfunctions of H and Y0. (X0 and Y0 are of course guiding center operators. X0=c+c*Pi y/qB, Y0=y-cPi x/qB, whereas Pi x, Pi y canonical momentum px-qAx, py-qAy). Suppose our system is inside a rectangle (Lx,Ly) of macroscopic dimensions. Then, as a function of the well-known Landau wave functions Psi n,ky of the above system, give an analytical expression for the local probability current J(x,y) (it should be in the form J =SOMETHING*|Psi |2 and you should clearly show its direction [which of course can change at different points in space – it obviously depends on what the exact form of SOMETHING is]); at the end find how much the global is (always in 2D).

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in java the ability to take on many forms is called _________________.

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Solve the equation. -²x = (x + 1) - 2² - - 6 Select one: O a {} O b. {-} O c. {0} Od. All real numbers

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Evaluate the definite integral.\\ $ \int_0^2 (x - 1)^5 e^{(x - 1)^6} dx $

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Solve the equation for y in terms of x. ln y + 6 ln x = 1 + ln 9 y = \frac{9e}{x^6} y = e + 9 - 6x y = \frac{9 + 1}{x^6} y = 10 - 6x

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Question 1 of 6 A company received a loan of $30,000 from a bank that was charging interest at a rate of 4.80% compounded quarterly. a. Calculate the accumulated amount of this loan at the end of 9 years and 6 months. $3,461,040.00 Round to the nearest cent b. Calculate the interest charged on this loan. Round to the nearest cent

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james a.