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f’(sinx)
cosx
f’(cosx)
-sinx
f’(tanx)
sec²x
f’(secx)
secx * tanx
f’(cscx)
-cscx * cotx
f"‘(cotx)
-csc²x
lnx
1/x
f’(arcsinx)
1/(√(1-x²)
f’(arccosx)
-1/√(1-x²)
f’(arctanx)
1/1+x²