(cos^2 33°-cos^2 57°)/(sin21°-cos21°)

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(cos^2 33°-cos^2 57°)/(sin21°-cos21°)
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(cos^2 33°-cos^2 57°)/(sin21°-cos21°)
(cos^2 33°-cos^2 57°)/(sin21°-cos21°)

(cos^2 33°-cos^2 57°)/(sin21°-cos21°)
(cos^2 33°-cos^2 57°)/(sin21°-cos21°)
=(cos33°+cos 57°)(cos33-cos57)/(cos69-cos21°)
=2cos45cos12*2sin45sin12/(-2)sin45sin24
=-2cos45sin12cos12/sin24
=-cos45sin24/sin24
=-根号2/2