sin(-11/6π)+cos12/5π×tan4π化简
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sin(-11/6π)+cos12/5π×tan4π化简sin(-11/6π)+cos12/5π×tan4π化简sin(-11/6π)+cos12/5π×tan4π化简sin(-11/6π)+cos1
sin(-11/6π)+cos12/5π×tan4π化简
sin(-11/6π)+cos12/5π×tan4π化简
sin(-11/6π)+cos12/5π×tan4π化简
sin(-11/6π)+cos12/5π×tan4π
=sin(-11/6π+2π)+cos12/5π×tan(4π-4π)
=sin(1/6π)+cos12/5π×tan0
=1/2+cos12/5π×0
=1/2
sin(-11/6π)=sin(2π-11/6π)=1/2
cos12/5π×tan4π=0
所以原式答案为1/2
sin(-11/6π)+cos12/5π×tan4π化简
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