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rewrite(csc)
csc(-x + pi/2, evaluate=False)
test_sec_fdiff()
sec(x)
fdiff()
tan(x)
sec(x)
raises(ArgumentIndexError, lambda: sec(x)
fdiff(2)
test_csc()
symbols('x', real=True)
symbols('z')
csc('x')
sin('x')
cosecant.equals(alternate)
alternate.equals(cosecant)
FiniteSet(1)
csc(0)
csc(pi)
csc(zoo)
csc(pi/2)
csc(-pi/2)
csc(pi/6)
csc(pi/3)
sqrt(3)
csc(pi*Rational(5, 2)
csc(pi*Rational(9, 7)
csc(pi*Rational(2, 7)
csc(pi*Rational(3, 4)
sqrt(2)
csc(I)
sinh(1)
csc(x*I)
sinh(x)
csc(-x)
csc(x)
csc(acsc(x)
csc(z)
conjugate()
csc(conjugate(z)
assert (csc(z)
as_real_imag()
sin(re(z)
cosh(im(z)
sin(re(z)
cosh(im(z)
cos(re(z)
sinh(im(z)
cos(re(z)
sinh(im(z)
sin(re(z)
cosh(im(z)
cos(re(z)
sinh(im(z)
csc(x)
expand(trig=True)
sin(x)
csc(2*x)
expand(trig=True)
sin(x)
cos(x)
csc(x)
csc(z)
csc(a)
csc(na)
csc(x)
as_leading_term()
csc(x)
csc(0)
csc(x)
csc(pi/2)
series(csc(x)
O((x - pi/2)
series(csc(x)
O(x**6)
csc(x)
diff(x)
cot(x)
csc(x)
csc(x)
taylor_term(2, x)
csc(x)
taylor_term(3, x)
csc(x)
taylor_term(5, x)
raises(ArgumentIndexError, lambda: csc(x)
fdiff(2)
test_asec()
Symbol('z', zero=True)
asec(z)
asec(nan)
asec(1)
asec(-1)
asec(oo)
asec(-oo)
asec(zoo)
asec(sec(pi*Rational(13, 4)
Rational(3, 4)
asec(1 + sqrt(5)
Rational(2, 5)