tanx=4,则1+cos2x+8sin^2x/sin2x?tanx=4,则(1+cos2x+8sin^2 x)/sin2x=?

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tanx=4,则1+cos2x+8sin^2x/sin2x?tanx=4,则(1+cos2x+8sin^2x)/sin2x=?tanx=4,则1+cos2x+8sin^2x/sin2x?tanx=4,

tanx=4,则1+cos2x+8sin^2x/sin2x?tanx=4,则(1+cos2x+8sin^2 x)/sin2x=?
tanx=4,则1+cos2x+8sin^2x/sin2x?
tanx=4,则(1+cos2x+8sin^2 x)/sin2x=?

tanx=4,则1+cos2x+8sin^2x/sin2x?tanx=4,则(1+cos2x+8sin^2 x)/sin2x=?
[1+cos2x+8sin²x]/[sin2x]
=[2cos²x+8sin²x]/[2sinxcosx]
上下同除cos²x
=(2+8tan²x)/(2tanx)
=(1+4tan²x)/(tanx)
=(1+4*4²)/4
=65/4