(1)1—2sin30°cos30°

问题描述:

(1)1—2sin30°cos30°
(2)3tan30°—tan45°+2sin60°
(3)1+sin60°分之cos60°+tan30°分之1

1.原式=1- 2* 1/2 *根号3/2 = 1- 根号3/2
2.原式=3* 根号3 /3 - 1 + 2* 根号3 /2 = 根号3 -1 + 根号3 = 2*根号3 -1
3.原式=1 + (1/2) / (根号3 /2) + 1 / 根号3 /3 = 1+ 根号3 /3 + 根号3 = 1+ 4/3 * 根号3
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