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(1 point) Find the particular solution of the differential equation dy dx = (x – 7)e -2y satisfying the initial condition y(7Please show your steps, so I could understand

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Page 1 (x-7) e 24 dn da dis or (x-7) da é 25 27 e dy (x-7) da Now integrating both side then we get Jean dy = J (x-7) dz 21 ePage 2 or 49 49 2 49 + c 2. m C= 49 2y e 2 x2 7x + 49 2 ezy 29 x²_1480t 98 en 1x²_14x+98 1 ln / x²- 14*+98) У) 2 en 18e2-14X+

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