" 4.समीकरण "y=(c_(1)+c_(2))cos(x+c_(3))-c_(4)e^(x+c_(5))" की कोरि ज्ञात करो । "

y= (c_1+c_(2)x)e^(x)

y=e^(x)(c_(1)+c_(2)x)

Find the differential equation whose general solution is given by y=(c_(1)+c_(2))cos(x+c_(3))-c_(4)e^(x+c_(5)) , where c_(1),c_(2), c_(3), c_(4), c_(5) are arbitary constants.

The order of the differential equation whose solution is given by y = (c_(1) + c_(2)) cos (x + c_(3)) - c_(4) e^(x+c5) where c_(1), c_(2), c_(3), c_(4), c_(5) are arotrary constant -

Find the differential equation whose general solution is given by y=(c_(1)+c_(2))cos(x+c_(3))-c_(4)e^(x+c) , where c_(1),c_(2), c_(3), c_(4), c_(5) are arbitary constants.