Calculus Archive: Questions from June 17, 2022
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Verify the following identity. sin 20 = -2 tan 01 1 + tan²0 Which of the following four statements establishes the identity? 2 -2 tan 0 -2 tan 0 OA. sin 20 sin 0- cos² 0=- 2 csc 0 2 1+ tan 0 -2 tan1 answer -
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Find dy/dx tan³ (xy² + y) = x Xx y O 1-2xy²cos (x2²y²) 2x²y cos(x²y2) 1-3 tan²(xy² + y) 3 (2xy + 1) tan²(xy² + y) 1-3 y² tan² (xy² + y) sec²(xy² + y) 3 (2xy + 1) tan²(xy² + y) sec²(1 answer -
MATH 60 Summer 2022 E Homework: HW 1.8 Find y' 2x+3 y = 3x - 1 y"=0 Find f''(x). *(x) = (x²+5) 2 f''(x) =1 answer -
If the variables x & y are differentiable with respect to time, consider the function y=√ x to find:
IV. Si las variable x & y son diferenciables con respecto al tiempo, considere la función y = √√x para hallar: dx dy a) cuando x = x = 4y dt dt dx b) cuando x = 25 y - dt = 3 dy dt1 answer -
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Find all values of x and y such that f(x, y) = 0 and f(x, y) = 0 simultaneously. f(x, y) = x² + 3xy + y2 - 14x - 16y + 6 (x, y) = (1 answer -
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For the given parametric equations, find the points (x, y) corresponding to the parameter values t = −2, −1, 0, 1, 2. x = 5t2 + 5t, y = 2t + 1
For the given parametric equations, find the points (x, y) corresponding to the parameter values t = −2,−1, 0, 1, 2. x = 5t² + 5t, y = 2t + 1 t = -2 (x, y) = -30, 0.5 ) t = -1 (x, y) -10, 1 = t =1 answer -
For the given parametric equations, find the points (x, y) corresponding to the parameter values t = −2, −1, 0, 1, 2. x = ln(4t2 + 1), y = t/t+6
For the given parametric equations, find the points (x, y) corresponding to the parameter values t = -2,−1, 0, 1, 2. t x = ln(4t² + 1), y = t + 6 t = -2 (x, y) = t = -1 (x, y) = = t = 0 (x, y) = t1 answer -
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If ................. is a vector field, calculate the flux through the solid bounded by a paraboloid ....... and the plane ...... .. , making use of Gauss's Divergence Theorem. The answers provided ar
Si F (x, y, z) = (y)i + (x)j + (2²) k es un campo vectorial, calcula el flujo a través del sólido acotado por un paraboloide z = x² + y² y el plano z = 4, haciendo uso del Teorema de la Divergenc1 answer -
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1. f√5v + 1dv 2. fdv dy 1 3. f S de du (2z-7)* 4. f(4dz) (e) 5. me dy 6. ftan² ada 7. [(sin3 23)(cos 23)2d8 8. f sin 3wdw1 answer -
ASAP NEED! will give likes!!
Find L(y) y" - y = y(0) = y'(0) = 0 OL (y) = -32² 0 1 (1) - ਵ = + 8(8²-1) OL (y) - e 2 (38+1) 5² +8¹ ○ L (y) = (²-1) +3³(+1) + 1 t+1 + 0≤t1 answer