因为 tan^2b=sin^2b/1-sin^2b 所以sin^2b=tan^2b/1+ tan^2b 为什么sin^2b=tan^2b/1+ tan^2b?

来源:学生作业帮助网 编辑:作业帮 时间:2024/12/01 04:27:38
因为 tan^2b=sin^2b/1-sin^2b 所以sin^2b=tan^2b/1+ tan^2b 为什么sin^2b=tan^2b/1+ tan^2b?
x){:{J⌒l3A.-D6TP OvvP`oTOc lG[qVS64NE0j,[S-6ژ:4 *5 G”bG5F 1O

因为 tan^2b=sin^2b/1-sin^2b 所以sin^2b=tan^2b/1+ tan^2b 为什么sin^2b=tan^2b/1+ tan^2b?
因为 tan^2b=sin^2b/1-sin^2b 所以sin^2b=tan^2b/1+ tan^2b 为什么sin^2b=tan^2b/1+ tan^2b?

因为 tan^2b=sin^2b/1-sin^2b 所以sin^2b=tan^2b/1+ tan^2b 为什么sin^2b=tan^2b/1+ tan^2b?
∵tan^2b=sin^2b/1-sin^2b
∴tan²b-tan²bsin²b=sin²b
∴tan²b=tan²bsin²b+sin²b
∴(1+tan²b)sin²b=tan²b
∴sin²b=tan²b/(1+tan²b)