3 On the east, toward the sunrise, the divisions of the camp of Judah are to encamp under their standard. The leader of the people of Judah is Nahshon son of Amminadab. 4 His division numbers 74,600. 5 The tribe of Issachar will camp next to them. The leader of the people of Issachar is Nethanel son of Zuar. 6 His division numbers 54,400.
PyNumber_Check
(PyObject *o)¶Returns
1
if the object o provides numeric protocols, and false otherwise.This function always succeeds.Changed in version 3.8: Returns
1
if o is an index integer.- Numbers 2 - NIV: The LORD said to Moses and Aaron: “The Israelites are to camp around the tent of meeting some distance from it, each of them under their standard and holding the banners of their family.”.
- Exercise 3 (15 points). Prove that V2 is not a rational number by contradiction. Hint: You may use the fact that if a' is an even number then a must also be even, with proper justification. Exercise 4 (10 point). Solve the following equations for real numbers 22 - 11 = x-11 using case analysis.
- Data Type Value Data Type Name Reference for Definition; 0x01 «Flags» Bluetooth Core Specification:Vol. 3, Part C, section 8.1.3 (v2.1 + EDR, 3.0 + HS and 4.0)Vol. 3, Part C, sections 11.1.3 and 18.1 (v4.0)Core Specification Supplement, Part A, section 1.3.
PyNumber_Add
(PyObject *o1, PyObject *o2)¶Returns the result of adding o1 and o2, or
NULL
on failure. This is theequivalent of the Python expression o1+o2
.PyNumber_Subtract
(PyObject *o1, PyObject *o2)¶Returns the result of subtracting o2 from o1, or
NULL
on failure. This isthe equivalent of the Python expression o1-o2
.PyNumber_Multiply
(PyObject *o1, PyObject *o2)¶Returns the result of multiplying o1 and o2, or
NULL
on failure. This isthe equivalent of the Python expression o1*o2
.PyNumber_MatrixMultiply
(PyObject *o1, PyObject *o2)¶Returns the result of matrix multiplication on o1 and o2, or
NULL
onfailure. This is the equivalent of the Python expression o1@o2
.PyNumber_FloorDivide
(PyObject *o1, PyObject *o2)¶Return the floor of o1 divided by o2, or
NULL
on failure. This isequivalent to the “classic” division of integers.PyNumber_TrueDivide
(PyObject *o1, PyObject *o2)¶Return a reasonable approximation for the mathematical value of o1 divided byo2, or
NULL
on failure. The return value is “approximate” because binaryfloating point numbers are approximate; it is not possible to represent all realnumbers in base two. This function can return a floating point value whenpassed two integers.PyNumber_Remainder
(PyObject *o1, PyObject *o2)¶Returns the remainder of dividing o1 by o2, or
NULL
on failure. This isthe equivalent of the Python expression o1%o2
.PyNumber_Divmod
(PyObject *o1, PyObject *o2)¶See the built-in function
divmod()
. Returns NULL
on failure. This isthe equivalent of the Python expression divmod(o1,o2)
. Doorways: holy mountains of flesh 1 0.PyNumber_Power
(PyObject *o1, PyObject *o2, PyObject *o3)¶See the built-in function
pow()
. Returns NULL
on failure. This is theequivalent of the Python expression pow(o1,o2,o3)
, where o3 is optional.If o3 is to be ignored, pass Py_None
in its place (passing NULL
foro3 would cause an illegal memory access).PyNumber_Negative
(PyObject *o)¶Returns the negation of o on success, or
NULL
on failure. This is theequivalent of the Python expression -o
.PyNumber_Positive
(PyObject *o)¶Returns o on success, or
NULL
on failure. This is the equivalent of thePython expression +o
.PyNumber_Absolute
(PyObject *o)¶Returns the absolute value of o, or
NULL
on failure. This is the equivalentof the Python expression abs(o)
.PyNumber_Invert
(PyObject *o)¶Numbers V2 3 5
Returns the bitwise negation of o on success, or
NULL
on failure. This isthe equivalent of the Python expression ~o
.PyNumber_Lshift
(PyObject *o1, PyObject *o2)¶Returns the result of left shifting o1 by o2 on success, or
NULL
onfailure. This is the equivalent of the Python expression o1<<o2
.PyNumber_Rshift
(PyObject *o1, PyObject *o2)¶Numbers 238
Returns the result of right shifting o1 by o2 on success, or
NULL
onfailure. This is the equivalent of the Python expression o1>>o2
.PyNumber_And
(PyObject *o1, PyObject *o2)¶Returns the “bitwise and” of o1 and o2 on success and
NULL
on failure.This is the equivalent of the Python expression o1&o2
.PyNumber_Xor
(PyObject *o1, PyObject *o2)¶Returns the “bitwise exclusive or” of o1 by o2 on success, or
NULL
onfailure. This is the equivalent of the Python expression o1^o2
.PyNumber_Or
(PyObject *o1, PyObject *o2)¶Returns the “bitwise or” of o1 and o2 on success, or
NULL
on failure.This is the equivalent of the Python expression o1|o2
.PyNumber_InPlaceAdd
(PyObject *o1, PyObject *o2)¶Returns the result of adding o1 and o2, or
NULL
on failure. The operationis done in-place when o1 supports it. This is the equivalent of the Pythonstatement o1+=o2
.PyNumber_InPlaceSubtract
(PyObject *o1, PyObject *o2)¶Returns the result of subtracting o2 from o1, or
NULL
on failure. Theoperation is done in-place when o1 supports it. This is the equivalent ofthe Python statement o1-=o2
.PyNumber_InPlaceMultiply
(PyObject *o1, PyObject *o2)¶Returns the result of multiplying o1 and o2, or
NULL
on failure. Theoperation is done in-place when o1 supports it. This is the equivalent ofthe Python statement o1*=o2
.PyNumber_InPlaceMatrixMultiply
(PyObject *o1, PyObject *o2)¶Returns the result of matrix multiplication on o1 and o2, or
NULL
onfailure. The operation is done in-place when o1 supports it. This isthe equivalent of the Python statement o1@=o2
.New in version 3.5.
PyNumber_InPlaceFloorDivide
(PyObject *o1, PyObject *o2)¶Returns the mathematical floor of dividing o1 by o2, or
NULL
on failure.The operation is done in-place when o1 supports it. This is the equivalentof the Python statement o1//=o2
.PyNumber_InPlaceTrueDivide
(PyObject *o1, PyObject *o2)¶Return a reasonable approximation for the mathematical value of o1 divided byo2, or
NULL
on failure. The return value is “approximate” because binaryfloating point numbers are approximate; it is not possible to represent all realnumbers in base two. This function can return a floating point value whenpassed two integers. The operation is done in-place when o1 supports it.PyNumber_InPlaceRemainder
(PyObject *o1, PyObject *o2)¶Returns the remainder of dividing o1 by o2, or
NULL
on failure. Theoperation is done in-place when o1 supports it. This is the equivalent ofthe Python statement o1%=o2
.PyNumber_InPlacePower
(PyObject *o1, PyObject *o2, PyObject *o3)¶See the built-in function
pow()
. Returns NULL
on failure. The operationis done in-place when o1 supports it. This is the equivalent of the Pythonstatement o1**=o2
when o3 is Py_None
, or an in-place variant ofpow(o1,o2,o3)
otherwise. If o3 is to be ignored, pass Py_None
in its place (passing NULL
for o3 would cause an illegal memory access).PyNumber_InPlaceLshift
(PyObject *o1, PyObject *o2)¶![Numbers 2 3 Numbers 2 3](https://d1avenlh0i1xmr.cloudfront.net/05cd33fe-0971-4de0-8332-7654bb3bf34dslide61.jpg)
Returns the result of left shifting o1 by o2 on success, or
NULL
onfailure. The operation is done in-place when o1 supports it. This is theequivalent of the Python statement o1<<=o2
.PyNumber_InPlaceRshift
(PyObject *o1, PyObject *o2)¶Returns the result of right shifting o1 by o2 on success, or
NULL
onfailure. The operation is done in-place when o1 supports it. This is theequivalent of the Python statement o1>>=o2
.PyNumber_InPlaceAnd
(PyObject *o1, PyObject *o2)¶Returns the “bitwise and” of o1 and o2 on success and
NULL
on failure. Theoperation is done in-place when o1 supports it. This is the equivalent ofthe Python statement o1&=o2
.PyNumber_InPlaceXor
(PyObject *o1, PyObject *o2)¶Returns the “bitwise exclusive or” of o1 by o2 on success, or
NULL
onfailure. The operation is done in-place when o1 supports it. This is theequivalent of the Python statement o1^=o2
.PyNumber_InPlaceOr
(PyObject *o1, PyObject *o2)¶Returns the “bitwise or” of o1 and o2 on success, or
NULL
on failure. Theoperation is done in-place when o1 supports it. This is the equivalent ofthe Python statement o1|=o2
.PyNumber_Long
(PyObject *o)¶Returns the o converted to an integer object on success, or
NULL
onfailure. This is the equivalent of the Python expression int(o)
.PyNumber_Float
(PyObject *o)¶Returns the o converted to a float object on success, or
NULL
on failure.This is the equivalent of the Python expression float(o)
.PyNumber_Index
(PyObject *o)¶Returns the o converted to a Python int on success or
NULL
with aTypeError
exception raised on failure.PyNumber_ToBase
(PyObject *n, int base)¶Returns the integer n converted to base base as a string. The baseargument must be one of 2, 8, 10, or 16. For base 2, 8, or 16, thereturned string is prefixed with a base marker of
'0b'
, '0o'
, or'0x'
, respectively. If n is not a Python int, it is converted withPyNumber_Index()
first.PyNumber_AsSsize_t
(PyObject *o, PyObject *exc)¶Returns o converted to a Py_ssize_t value if o can be interpreted as aninteger. If the call fails, an exception is raised and
-1
is returned.If o can be converted to a Python int but the attempt toconvert to a Py_ssize_t value would raise an
OverflowError
, then theexc argument is the type of exception that will be raised (usuallyIndexError
or OverflowError
). If exc is NULL
, then theexception is cleared and the value is clipped to PY_SSIZE_T_MIN
for a negativeinteger or PY_SSIZE_T_MAX
for a positive integer.PyIndex_Check
(PyObject *o)¶Returns
1
if o is an index integer (has the nb_index slot of thetp_as_number structure filled in), and 0
otherwise.This function always succeeds.Use smart categories
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