问题
解答题
已知sin(
|
答案
(sin2a+cos2a+1)•(1-tana)=(2sinacosa+2cos2a)(1-
sina |
cosa |
=2(sina+cosa)(cosa-sina)=4sin(
π |
4 |
π |
4 |
∵
5π |
12 |
3π |
4 |
2π |
3 |
π |
4 |
cos(
π |
4 |
1-sin2(
|
3 |
5 |
∴(sin2a+cos2a+1)(1-tana)=4×
4 |
5 |
3 |
5 |
48 |
25 |
已知sin(
|
(sin2a+cos2a+1)•(1-tana)=(2sinacosa+2cos2a)(1-
sina |
cosa |
=2(sina+cosa)(cosa-sina)=4sin(
π |
4 |
π |
4 |
∵
5π |
12 |
3π |
4 |
2π |
3 |
π |
4 |
cos(
π |
4 |
1-sin2(
|
3 |
5 |
∴(sin2a+cos2a+1)(1-tana)=4×
4 |
5 |
3 |
5 |
48 |
25 |