证明:1-2(secα)^2=(tanα)^4-(secα)^4
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证明:1-2(secα)^2=(tanα)^4-(secα)^4证明:1-2(secα)^2=(tanα)^4-(secα)^4证明:1-2(secα)^2=(tanα)^4-(secα)^4(tan
证明:1-2(secα)^2=(tanα)^4-(secα)^4
证明:1-2(secα)^2=(tanα)^4-(secα)^4
证明:1-2(secα)^2=(tanα)^4-(secα)^4
(tanα)^4-(secα)^4
=(tan^a-sec^2a)(tan^a+sec^2a)
=-(tan^a+sec^2a)
=-(sec^2a-1+sec^2a)
=1-2(secα)^2
证明:1-2(secα)^2=(tanα)^4-(secα)^4
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