The change of dependent variable y 1 transforms the equation x dy + y = xy?sin(x) into V dv 1 O A. In(v)- xsin(x) - + %3D dx v2 V dv V + - В. dx sin(x) X %D dv V = sin(x) dx dv D. dx V -sin(x) 1 O E....

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The change of dependent variable y<br>1<br>transforms the equation x<br>dy<br>+ y = xy?sin(x) into<br>V<br>dv<br>1<br>O A. In(v)-<br>xsin(x)<br>- +<br>%3D<br>dx<br>v2<br>V<br>dv<br>V<br>+ -<br>В.<br>dx<br>sin(x)<br>X<br>%D<br>dv<br>V<br>= sin(x)<br>dx<br>dv<br>D.<br>dx<br>V<br>-sin(x)<br>1<br>O E. - +-<br>v'<br>xsin(x)<br>%3D<br>v2<br>V<br>

Extracted text: The change of dependent variable y 1 transforms the equation x dy + y = xy?sin(x) into V dv 1 O A. In(v)- xsin(x) - + %3D dx v2 V dv V + - В. dx sin(x) X %D dv V = sin(x) dx dv D. dx V -sin(x) 1 O E. - +- v' xsin(x) %3D v2 V

Jun 04, 2022

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The change of dependent variable y 1 transforms the equation x dy + y = xy?sin(x) into V dv 1 O A. In(v)- xsin(x) - + %3D dx v2 V dv V + - В. dx sin(x) X %D dv V = sin(x) dx dv D. dx V -sin(x) 1 O E....

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