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circuitpython/tests/float/complex1.py at master · ProGamerCode/circuitpython · GitHub
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# test basic complex number functionality
# constructor
print
(
complex
(
1
))
print
(
complex
(
1.2
))
print
(
complex
(
1.2j
))
print
(
complex
(
"1"
))
print
(
complex
(
"1.2"
))
print
(
complex
(
"1.2j"
))
print
(
complex
(
1
,
2
))
print
(
complex
(
1j
,
2j
))
# unary ops
print
(
bool
(
1j
))
print
(
+
(
1j
))
print
(
-
(
1
+
2j
))
# binary ops
print
(
1j
+
False
)
print
(
1j
+
True
)
print
(
1j
+
2
)
print
(
1j
+
2j
)
print
(
1j
-
2
)
print
(
1j
-
2j
)
print
(
1j
*
2
)
print
(
1j
*
2j
)
print
(
1j
/
2
)
print
((
1j
/
2j
).
real
)
print
(
1j
/
(
1
+
2j
))
ans
=
0j
**
0
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
ans
=
0j
**
1
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
ans
=
0j
**
0j
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
ans
=
1j
**
2.5
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
ans
=
1j
**
2.5j
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
# comparison
print
(
1j
==
1
)
print
(
1j
==
1j
)
# comparison of nan is special
nan
=
float
(
'nan'
)
*
1j
print
(
nan
==
1j
)
print
(
nan
==
nan
)
# builtin abs
print
(
abs
(
1j
))
print
(
"%.5g"
%
abs
(
1j
+
2
))
# builtin hash
print
(
hash
(
1
+
0j
))
print
(
type
(
hash
(
1j
)))
# float on lhs should delegate to complex
print
(
1.2
+
3j
)
# negative base and fractional power should create a complex
ans
=
(
-
1
)
**
2.3
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
ans
=
(
-
1.2
)
**
-
3.4
;
print
(
"%.5g %.5g"
%
(
ans
.
real
,
ans
.
imag
))
# check printing of inf/nan
print
(
float
(
'nan'
)
*
1j
)
print
(
float
(
'-nan'
)
*
1j
)
print
(
float
(
'inf'
)
*
(
1
+
1j
))
print
(
float
(
'-inf'
)
*
(
1
+
1j
))
# can't assign to attributes
try
:
(
1j
).
imag
=
0
except
AttributeError
:
print
(
'AttributeError'
)
# can't convert rhs to complex
try
:
1j
+
[]
except
TypeError
:
print
(
"TypeError"
)
# unsupported unary op
try
:
~
(
1j
)
except
TypeError
:
print
(
"TypeError"
)
# unsupported binary op
try
:
1j
//
2
except
TypeError
:
print
(
"TypeError"
)
# unsupported binary op
try
:
1j
<
2j
except
TypeError
:
print
(
"TypeError"
)
#small int on LHS, complex on RHS, unsupported op
try
:
print
(
1
|
1j
)
except
TypeError
:
print
(
'TypeError'
)
# zero division
try
:
1j
/
0
except
ZeroDivisionError
:
print
(
"ZeroDivisionError"
)
# zero division via power
try
:
0j
**
-
1
except
ZeroDivisionError
:
print
(
"ZeroDivisionError"
)
try
:
0j
**
1j
except
ZeroDivisionError
:
print
(
"ZeroDivisionError"
)
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