Sugar-Activities/Calculate — Frisian @ Sugar Labs: Argument must be int

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Context Argument must be int

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Context	English	Frisian
<ctrl>c	<ctrl>c	<ctrl>c
<ctrl>x	<ctrl>x	<ctrl>x
Algebra	Algebra	Algebra
All equations	All equations	Alle ferlikingen
And(x, y), logical and. Returns True if x and y are True,else returns False	And(x, y), logical and. Returns True if x and y are True,else returns False	And(x, y), logyske en. Jout Wier as x en y Wier binne,oars jout it Net wier
Arc cosine	Arc cosine	Bôge cosinus
Arc sine	Arc sine	Bôge sinus
Arc tangent	Arc tangent	Bôge tangens
Argument must be int	Argument must be int	Argumint moat hiel getal wêze
Attribute '%s' does not exist	Attribute '%s' does not exist	Attribút '%s' bestiet net
Bitwise operations only apply to integers	Bitwise operations only apply to integers	Bitwise aksjes binne allinne fan tapassing op hiele getallen
Boolean	Boolean	Boolean
Calculate	Calculate	Berekkenje
Can not assign label: will cause recursion	Can not assign label: will cause recursion	Kin gjin lebel tawize: feroarsaket recursie
Can not divide by zero	Can not divide by zero	Kin net diele troch nul
Can only calculate x modulo <integer>	Can only calculate x modulo <integer>	Kin allinne berekkenje x modulo <hielgetal>
Clear	Clear	Wiskje
Copy	Copy	Kopiearje
Cosine	Cosine	Cosinus
Cut	Cut	Knippe
Degrees	Degrees	Graden
Degrees / Radians	Degrees / Radians	Graden / radialen
Edit	Edit	Bewurkje

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Frisian 30 characters edited Current translation Translated

9 months ago

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String information

Context

Argument must be int

Source string location

functions.py:356

String age

9 months ago

Last updated

9 months ago

Source string age

9 months ago

Translation file

po/fy.po, string 65

Context	English	Frisian
atanh(x), return the arc hyperbolic tangent of x. This is the value y for which the hyperbolic tangent equals x.	atanh(x), return the arc hyperbolic tangent of x. This is the value y for which the hyperbolic tangent equals x.	atanh(x), jout de hyperboalyske bôgetangens fan x. Dit is de wearde y wêrfoar hyperboalyske tangens lyk is oan x.
Number does not look binary.	Number does not look binary.	Getal liket net binêr.
b10bin(x), interpret a number written in base 10 as binary, e.g.: b10bin(10111) = 23,	b10bin(x), interpret a number written in base 10 as binary, e.g.: b10bin(10111) = 23,	b10bin(x), fertaald in getal skreaun yn base 10 as binêr, bgl.: b10bin(10111) = 23,
ceil(x), return the smallest integer larger than x.	ceil(x), return the smallest integer larger than x.	ceil(x), jout it lytste hiele getal grutter dan x.
cos(x), return the cosine of x. This is the x-coordinate on the unit circle at the angle x	cos(x), return the cosine of x. This is the x-coordinate on the unit circle at the angle x	cos(x), jout de cosinus fan x. Dit is de x-koördinaat op de standert sirkel by hoek x
cosh(x), return the hyperbolic cosine of x.Given by (exp(x) + exp(-x)) / 2	cosh(x), return the hyperbolic cosine of x.Given by (exp(x) + exp(-x)) / 2	cosh(x), jout de hyperboalyske cosinus fan x.Jûn troch (exp(x) + exp(-x)) / 2
Can not divide by zero	Can not divide by zero	Kin net diele troch nul
Invalid argument	Invalid argument	Unjildich argumint
gcd(a, b), determine the greatest common denominator of a and b. For example, the biggest factor that is shared by the numbers 15 and 18 is 3.	gcd(a, b), determine the greatest common denominator of a and b. For example, the biggest factor that is shared by the numbers 15 and 18 is 3.	gcd(a, b), beskaat de grutste algemiene dieler fan a en b. Bygelyks, de grutste faktor dat dield is troch de nûmers 15 en 18 is 3.
exp(x), return the natural exponent of x. Given by e^x	exp(x), return the natural exponent of x. Given by e^x	exp(x), jout de natuerlike eksponint fan x. Jûn troch e^x
Factorial(x) is only defined for integers x>=0	Factorial(x) is only defined for integers x>=0	Fakulteit(x) is allinne definiearre troch hiele getallen x>=0
Factorial only defined for integers	Factorial only defined for integers	Fakulteit is allinne definiearre foar hiele getallen
factorial(n), return the factorial of n. Given by n * (n - 1) * (n - 2) * ...	factorial(n), return the factorial of n. Given by n * (n - 1) * (n - 2) * ...	fakulteit(n), jout de fakulteit fan x. Jûn troch n * (n - 1) * (n - 2) * ...
floor(x), return the largest integer smaller than x.	floor(x), return the largest integer smaller than x.	floor(x), jout it grutste hiele getal dat lytser is dan x.
inv(x), return the inverse of x, which is 1 / x	inv(x), return the inverse of x, which is 1 / x	inv(x), jout de inverse fan x, dat is 1 / x
Argument must be int	Argument must be int	Argumint moat hiel getal wêze
Prime numbers is defined for natural numbers	Prime numbers is defined for natural numbers	Prymgetal is definiearre foar hiele getallen
Logarithm(x) only defined for x > 0	Logarithm(x) only defined for x > 0	Logaritme(x) is allinne definiearre foar x > 0
ln(x), return the natural logarithm of x. This is the value for which the exponent exp() equals x. Defined for x >= 0.	ln(x), return the natural logarithm of x. This is the value for which the exponent exp() equals x. Defined for x >= 0.	ln(x), jout de natuerlike logaritme fan x. Dit is de wearde wêrfan de eksponint exp() lyk is oan x. Definiearre foar x >= 0.
log10(x), return the base 10 logarithm of x. This is the value y for which 10^y equals x. Defined for x >= 0.	log10(x), return the base 10 logarithm of x. This is the value y for which 10^y equals x. Defined for x >= 0.	log10(x), jout de basis 10 logaritme fan x. Dit is de wearde y wêrfoar 10^y lyk is oan x. Definiearre foar x>= 0.
Can only calculate x modulo <integer>	Can only calculate x modulo <integer>	Kin allinne berekkenje x modulo <hielgetal>
mod(x, y), return the modulus of x with respect to y.This is the remainder after dividing x by y.	mod(x, y), return the modulus of x with respect to y. This is the remainder after dividing x by y.	mod(x, y), jout de modulus fan x in relaasje ta y.Dit is rest nei diele fan x troch y.
mul(x, y), return x * y	mul(x, y), return x * y	fermannichfâldigje(x, y), jout x * y werom
negate(x), return -x	negate(x), return -x	negatyf(x), jout -x
Or(x, y), logical or. Returns True if x or y is True, else returns False	Or(x, y), logical or. Returns True if x or y is True, else returns False	Of(x, y), logyske of. Jout Wier as x en/of y Wier binne, oars Net wier
pow(x, y), return x to the power y (x**y)	pow(x, y), return x to the power y (x**y)	macht(x, y), jout x ta de macht y (x**y)
rand_float(), return a random floating point number between 0.0 and 1.0	rand_float(), return a random floating point number between 0.0 and 1.0	rand_float(), jout samar in driuwende komma getal werom tusken 0.0 en 1.0
rand_int([<maxval>]), return a random integer between 0 and <maxval>. <maxval> is an optional argument and is set to 65535 by default.	rand_int([<maxval>]), return a random integer between 0 and <maxval>. <maxval> is an optional argument and is set to 65535 by default.	rand_int([<maxval>]), jout samar in hiel getal tusken 0 en <maxval>. <maxval> is in opsjonele argumint en is standert set op 65535.
round(x), return the integer nearest to x.	round(x), return the integer nearest to x.	ôfrûnje(x), jout it hiele getal tichteby x.
Bitwise operations only apply to integers	Bitwise operations only apply to integers	Bitwise aksjes binne allinne fan tapassing op hiele getallen
shift_left(x, y), shift x by y bits to the left (multiply by 2 per bit)	shift_left(x, y), shift x by y bits to the left (multiply by 2 per bit)	shift_left(x, y), skood x by y bits nei links (fermannichfâldigje mei 2 de bit)