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verify by substitution that the given function is a solution of the given differential eq. y"+4y=0; y1 =cos2x,y2 =sin2x
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\[\Large\rm y''+4y=0\] \[\Large\rm y_1=\cos2x\]\[\Large\rm y_1'=-2\sin2x\]\[\Large\rm y_1''=-4\cos2x\]So what do you get when you plug in your y1 and derivatives? :)\[\Large\rm y_1''+4y_1=?\]
-4cos2x +4cos2x =0! aha!
ahh you are awesome! that helps a lot
cool c:
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