Is x 0 an ordinary or a singular point of the differential

Is x = 0 an ordinary or a singular point of the differential equation xy\'\' + sin(x)y=0? Defend your answer with sound mathematics

Please show work, and explain.

Thank you.

singular point in equation is the point in which coefficient of y\'\' is zero hence in the given equation coefficient of y\" is zero for x= 0 hence x =0 is singular point

$Is x = 0 an ordinary or a singular point of the differential equation xy\'\' + sin(x)y=0? Defend your answer with sound mathematics Please show work, and explai$

Is x 0 an ordinary or a singular point of the differential

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