Find the gradient of the function at the w = x tan(y + 2), (10, 8, -3 Vw(10, 8, -3) =

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A: I=∫x+4-2x2-16 dx =∫x+4-2x+4x-4 dx=∫x+4-2x+4x-4 dx Lets substitute u=x+4⇒dudx=12x+4=12u⇒2udu=dx also…

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A: The given function is fx=x-1+x+3 on the interval -5≤x≤5

Q: Notice that if you don't use Equation 3.4, then NO CREDITS. 1. f(x)=1-x-x², a=0 2. 3. f(x)=√x+8, a=1…

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Q: (f) If F¹(x, y) = 5y sin(xy)i + 5x sin(xy)j, then f(x, y) =

A: Given vector field F→(x,y)=5ysin(xy) i→ +5xsin(xy) j→ we need to find function f(x,y) such that…

Q: 2. Find the derivative for each of the following, be sure to use proper notation and simplify when…

A: The given functions are, a) y=14t5b) m=6nc) y=x34-5x2+300 Note:    Multiple parts are given, we are…

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Q: 1).Use the direction field below from the differential equation y' = −4y to sketch the graph of the…

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Q: Find the partial derivative with respect to x of e^y-2*ln(x)-x^3y^2.

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Q: A Вс Co 6²10 C = 10 a = 8 Solve the triangle

A: The given triangle has measures a=8, b=10 and c=10

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Q: Find the total area of the shaded region. Ay 2 y = 3 y = 3 sin ² x X The total area of the shaded…

A: The area between the curves y=3sin2x and y=3 on interval π2, 3π2

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Q: 2. * 1 Add File 3. * 1 y = tan x + =tan³x 3 4. * y = = cos x 1 Add File y 1 cos³x 3 1 cosx

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Q: Express the number 5√3-3i in the form R(cos(0) + i sin(0)) = Rei, where R> 0 and T ≤ 0 ≤ π. NOTE:…

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Q: Find the area of the region enclosed by the curves x + y² = 0 and x + 4y² = 12. The area of the…

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Q: Find the area of the surface given by z = f(x, y)  that lies above the region R. f(x, y) = 13 + 9x…

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Q: Use the figure to evaluate the definite integrals y = g(t) K +t 1 2 3 4 5 2 y 1 + -1 -2- +2 +3 2…

A: We can find the area under a curve between two points can be found by using a definite integral.

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A: The objective is to find the integral.

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Q: Find the function whose tangent line has the slope 3x² + 1 for each value of x and whose graph…

A: We have to find the function whose tangent line has the slope 3x2+1 for each value of x and whose…

Q: If v=4i -Ĵ+3k and w= -î - 2 + 5k, then find the dot product, .W 11 13 10 11 8

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Q: If I have a continuous, smooth (no sharp points) function with 3 local maxima and 2 local minima,…

A: Since the function is continuous , with 3 local maxima and 2 local minima.the function will have 5…

Q: Solve the initial value problem. ds dt = 20t(5t² − 3)³, s(1) = 7 - The solution is s=

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Q: Evaluate the given integral by making an appropriate change of variables. J 9 X - BY DA, where R is…

A: NOTE: Refresh your page if you can't see any equations. . where R is the parallelogram enclosed by…

Q: 5 [³ (Use symbolic notation and fractions where neede Calculate the integral, assuming that f(x)dx=

A: topic:- integration

Q: ASIC 0/0 Find p, q if f f(x) dx - f f(x) dx = f f(x) dx. (Give your answers as whole or exact…

A: Please refer to the image below

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Q: Solve for this differential equation problem: The part of the normal to a curve, at any point (x,y)…

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Q: 2) y" + 4y + 4y = 3 sin(3r).

A: We need to solve D.E. NOTE - As per Bartleby's guidelines we can solve one question from multiple…

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Q: Find the general solution of the differential equation. y(4) +12y" + 36y = 0. NOTE: Use C₁, C2, C3,…

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Q: find the volume of the solid bounded by y=2x+1,y=3and x=4 about using the line y=10 the cylindrical…

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Q: Question 5 Find the area bounded by the parabola y² = 8x, the line y = x + 2, and the x-axis.

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Q: Find polar coordinates (r, 0) of this point with I with expressed in radians. Lets r > Oand 0≤0<2…

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Q: Solve the triangle. A=38°, b=4, c = 12 O A *** O b=4 380 c=12 ed a= (Do not round until the final…

A: Given  A=38°, b=4, c=12

Q: S * x3 (2x+5-3Wx)dx 0월 18-52-28 100 +c 0 23 5 +5x³ 8x³ +15x² - 2 +c +c ○ 2x35x4 22 5분 28 +0 + 5 4 3

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Q: Consider the function f(x) = 2x³ - 6x² – 90x + 6 on the interval [ – 5, 9]. Find the average or mean…

A: Mean value theorem

Q: Using a suitable trigonometric substitution, the integral dx 3 (16x² + 9)² is equal to sin 8+ C₁-<<…

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Q: a) i) Find the exact length of the curve 1 + 4 15x3 y ii) Find the exact area of the surface…

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