tan45°-cos60°/sin60°×tan30°
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tan45°-cos60°/sin60°×tan30°tan45°-cos60°/sin60°×tan30°tan45°-cos60°/sin60°×tan30°tan45°-cos60°/sin60
tan45°-cos60°/sin60°×tan30°
tan45°-cos60°/sin60°×tan30°
tan45°-cos60°/sin60°×tan30°
tan45°-cos60°/sin60°×tan30°
=1-(1/2)/(√3/2)×(√3/3)
=1-(1/2)/(1/2)
我不知道分子就是1/2还是1-1/2
自己算吧
tan45°-cot60°×tan30°
=1-(1/√3)×(1/√3)
=1-1/3
=2/3
2/3
tan45°=1
cos60°=1/2
sin60°=√3/2
tan30°=√3/3
(1-1/2)/(√3/2)×(√3/3)
=(1/2)/(1/2)
=1
我按计算机的算出也是1
tan45°-cos60°/sin60°×tan30°
tan45°-cos60°/sin60°减tan60°
计算:sin60°cos60°—tan45°
tan45°-cos60°/sin60°×tan30° tan45°-cos60°/先除以sin60°之后,得到的数在与tan30° 相乘
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