sinA |
cosC |
sinA |
sinC |
因为0<A<π,0<C<π.
所以sinA>0.从而sinC=cosC.
又cosC≠0,所以tanC=1,则C=
π |
4 |
(Ⅱ)由(Ⅰ)知B=
3π |
4 |
于是
3 |
π |
4 |
3 |
3 |
π |
6 |
因为0<A<
3π |
4 |
π |
6 |
π |
6 |
11π |
12 |
所以当A+
π |
6 |
π |
2 |
π |
3 |
π |
6 |
综上所述,
3 |
π |
4 |
π |
3 |
sinA |
cosC |
a |
c |
3 |
π |
4 |
sinA |
cosC |
sinA |
sinC |
π |
4 |
3π |
4 |
3 |
π |
4 |
3 |
3 |
π |
6 |
3π |
4 |
π |
6 |
π |
6 |
11π |
12 |
π |
6 |
π |
2 |
π |
3 |
π |
6 |
3 |
π |
4 |
π |
3 |