find trigonometric function of-30 degree
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Answered by
2
Answer:
sin30=1/2
cos30=√3/2
tan30=1/√3
cosec30=2
sec30=2/√3
cot30=√3
Answered by
0
Step-by-step explanation:
- sin -30°= -1/2
- sin -30°= -1/2cos -30°= √3/2
- sin -30°= -1/2cos -30°= √3/2tan -30°= -1/√3
- sin -30°= -1/2cos -30°= √3/2tan -30°= -1/√3cosec -30°= -2
- sin -30°= -1/2cos -30°= √3/2tan -30°= -1/√3cosec -30°= -2sec -30= 2/√3
- sin -30°= -1/2cos -30°= √3/2tan -30°= -1/√3cosec -30°= -2sec -30= 2/√3cot -30= -√3
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