Given the differential equation In(2x – 2)dy + ydx x-1 = 0 then what is = ? 8x y y Зху? + х х-1 O A D 1 х-1 х-1

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A: The given curves are: x2+y2-2y=0 y=2-x

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A: Given: The sign chart for f' is   

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Q: Solve X1- 19 -4 11 -8 X1 -5 3 15 15 14 X2 10 19 -9 6 9 -9 X3 -10 18 -3 17 8 X4 18 20 6 15 X5 14 9,

A: Solution: Reduce matrix to row echelon form  19-411-802-531515141019-969-9-1018-3317818209661514

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A: Solution is written in below steps.

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Q: if given f(x + h)- f(x) = h(7x2+6 xh + 5h2) C) 0 1) Find f' (x)= %3D 1) A) 7x2+ 6x B) 5x D) 7x2

A: Since you have posted multiple questions i can do first question as per our company guidelines pleas...

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A: Complete solution of a non homogeneous differential equation is given by as follow. 

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Q: Evaluate the integral using an appropriate substitution. NOTE: Enter the exact answer. dy V12y +1 +C

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Q: 13. Differentiate 1 3 y = 2x2 + 6x3 – 2x2 а. 2 6 b. у 3 —t 4 3 x2 3 x4 x2 'x3 y = sin³ [cos(tan(3x –...

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