Q2: Find the surface area generated by rotating for y=x2−18ln(x)forx∈[1,2] about the y-axis.
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Q3: Solve the initial valueproblem 2xdydx=cos2(y) and y(0)=2.
Please write your answer in the form y= …..
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Q4: Find the area that is insideboth r=1−sin(θ) and r=2+sin(θ)
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Q5: Determine the equation of the tangent lineto r=3+8sin(θ) at θ=π6
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Q6:Solve the initial value differentialequation: (x2+1)dydx+3xy=3x where y(0)=2
Q2 Find The Surface Area Generated By Rotating For Y X2 18ln X Forx 1 2 About The Y Axis Flag Question Space Q3 S 1 (39.7 KiB) Viewed 32 times
Q2: Find the surface area generated by rotating for y = x² — ln(x) for x € [1, 2] about the y-axis. Q3: Solve the initial value problem 2√ = cos² (y) and y(0) = 2. Please write your answer in the form y= Q4: Find the area that is inside both r = 1 - sin(0) and r = 2 + sin(0) Q5: Determine the equation of the tangent line to r = 3 + 8 sin(0) at 0 = Q6: Solve the initial value differential equation: (x² + 1) dy + 3xy = 3x where y(0) = 2
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