题目内容
已知tanα=2,试求值;
(1)
(2)sin2α-sinα•cosα-2cos2α
(1)
2sin(π-α)-cos(α+
| ||
cos(α-π)+sin(α-
|
(2)sin2α-sinα•cosα-2cos2α
(1)
=
=-
,tanα=-3
(2)sin2α-sinα•cosα-2cos2α=
=
=0
2sin(π-α)-cos(α+
| ||
cos(α-π)+sin(α-
|
| 2sinα+sinα |
| -cosα-cosα |
| 3 |
| 2 |
(2)sin2α-sinα•cosα-2cos2α=
| sin 2α-sinα•cosα-2cos 2α |
| sin2α+cos2α |
| tan2α-tanα-2 |
| tan2α+1 |
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