Sugar-Activities/Calculate — Acholi @ Sugar Labs: b10bin(x), interpret a number written in base 10 as binary, …

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Context b10bin(x), interpret a number written in base 10 as binary, e.g.: b10bin(10111) = 23,

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Context	English	Acholi
acosh	acosh	acosh
acosh(x), return the arc hyperbolic cosine of x. This is the value y for which the hyperbolic cosine equals x.	acosh(x), return the arc hyperbolic cosine of x. This is the value y for which the hyperbolic cosine equals x.	acosh(x), dwogo arc hyperbolic cosine me x. Man obedo dit a y me hyperbolic cosine rorom i x.
add	add	med
add(x, y), return x + y	add(x, y), return x + y	medi(x,y), dwogo x+ y
and	and	kwede
asin	asin	asin
asin(x) only defined for x E [-1,1]	asin(x) only defined for x E [-1,1]	asin(x) ogonyo telokere keken pi x E [-1,1]
asin(x), return the arc sine of x. This is the angle for which the sine is x. Defined for -1 <= x <= 1	asin(x), return the arc sine of x. This is the angle for which the sine is x. Defined for -1 <= x <= 1	asin(x), dwogo arc sine me x. Man obedo yi akina amio sine bedo x. Acung pi -x <= x <= 1
asinh	asinh	asinh
asinh(x), return the arc hyperbolic sine of x. This is the value y for which the hyperbolic sine equals x.	asinh(x), return the arc hyperbolic sine of x. This is the value y for which the hyperbolic sine equals x.	asinh(x), dwogo arc hyperbolic sine me x. Man obedo dita y amio hyperbolic sine rorom kede x.
atan	atan	atan
atan(x), return the arc tangent of x. This is the angle for which the tangent is x. Defined for all x	atan(x), return the arc tangent of x. This is the angle for which the tangent is x. Defined for all x	atan(x), dwogo arc tangent me x. Man obedo yi akina amio tangent bedo x. Man cung pi x ducu
atanh	atanh	atanh
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), dwogo arc hyperbolic tangent me x. Man obedo Rita y amio hyperbolic tangent rorom ki x.
b10bin	b10bin	b10bin
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), gonyo namba me oco inucunucu me apar acalo dul me aryo, aporere: b10bin(10111) =23.
button_pressed(): invalid type	button_pressed(): invalid type	mapeca_odio(): kite pe atir
ceil	ceil	ceil
ceil(x), return the smallest integer larger than x.	ceil(x), return the smallest integer larger than x.	Ceil(x), dwogo mamba matidi maloyo ento makato x
cos	cos	cos
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), dwogo cosine me x. Man obedo ari me piny me x ikom caikol iyi akina me x
cosh	cosh	cosh
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), dwogo hyperbolic cosine me x. Omio kede (exp(x) + exp(-x)) / 2
div	div	div
div_sym	÷	div_sym
e	e	e
e to the power x	e to the power x	e inamba me wie x
equ_sym	=	equ_sym
exp	exp	exp
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), dwogo namba ikome iwi x. Nwonge ki e^x

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11 months ago

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String information

Context

b10bin(x), interpret a number written in base 10 as binary, e.g.: b10bin(10111) = 23,

Source string location

functions.py:199

String age

11 months ago

Last updated

11 months ago

Source string age

11 months ago

Translation file

po/ach.po, string 52

Context	English	Acholi
tan	tan	tan
tanh	tanh	tanh
xor	xor	xor
abs(x), return absolute value of x, which means -x for x < 0	abs(x), return absolute value of x, which means -x for x < 0	abs(x), dwogo dwonga x kikome, teloke ni -x pi x < 0
acos(x) only defined for x E [-1,1]	acos(x) only defined for x E [-1,1]	acos(x) omio telokere keken pi x E [-1,1]
acos(x), return the arc cosine of x. This is the angle for which the cosine is x. Defined for -1 <= x < 1	acos(x), return the arc cosine of x. This is the angle for which the cosine is x. Defined for -1 <= x < 1	acos(x), dwogo arc cosine me x. Man obedo yi akina ame cosine mere obedo x. Makwako -1<= x < 1
acosh(x), return the arc hyperbolic cosine of x. This is the value y for which the hyperbolic cosine equals x.	acosh(x), return the arc hyperbolic cosine of x. This is the value y for which the hyperbolic cosine equals x.	acosh(x), dwogo arc hyperbolic cosine me x. Man obedo dit a y me hyperbolic cosine rorom i x.
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	Kede(x, y), tam atut kede Dwogo Ateni ka x kede y tye Ateni,onyo dwogo Goba
add(x, y), return x + y	add(x, y), return x + y	medi(x,y), dwogo x+ y
asin(x) only defined for x E [-1,1]	asin(x) only defined for x E [-1,1]	asin(x) ogonyo telokere keken pi x E [-1,1]
asin(x), return the arc sine of x. This is the angle for which the sine is x. Defined for -1 <= x <= 1	asin(x), return the arc sine of x. This is the angle for which the sine is x. Defined for -1 <= x <= 1	asin(x), dwogo arc sine me x. Man obedo yi akina amio sine bedo x. Acung pi -x <= x <= 1
asinh(x), return the arc hyperbolic sine of x. This is the value y for which the hyperbolic sine equals x.	asinh(x), return the arc hyperbolic sine of x. This is the value y for which the hyperbolic sine equals x.	asinh(x), dwogo arc hyperbolic sine me x. Man obedo dita y amio hyperbolic sine rorom kede x.
atan(x), return the arc tangent of x. This is the angle for which the tangent is x. Defined for all x	atan(x), return the arc tangent of x. This is the angle for which the tangent is x. Defined for all x	atan(x), dwogo arc tangent me x. Man obedo yi akina amio tangent bedo x. Man cung pi x ducu
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), dwogo arc hyperbolic tangent me x. Man obedo Rita y amio hyperbolic tangent rorom ki x.
Number does not look binary.	Number does not look binary.	Namba iloki pe obedo dul aryoaryo.
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), gonyo namba me oco inucunucu me apar acalo dul me aryo, aporere: b10bin(10111) =23.
ceil(x), return the smallest integer larger than x.	ceil(x), return the smallest integer larger than x.	Ceil(x), dwogo mamba matidi maloyo ento makato 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), dwogo cosine me x. Man obedo ari me piny me x ikom caikol iyi akina me 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), dwogo hyperbolic cosine me x. Omio kede (exp(x) + exp(-x)) / 2
Can not divide by zero	Can not divide by zero	Pe romo pokere kede jiro
Invalid argument	Invalid argument	Pyem nononono
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), moko namba madite maromrom poko a ki b. macalo apore, namba madite ma noto 15 ki 18 obedo 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), dwogo namba ikome iwi x. Nwonge ki e^x
Factorial(x) is only defined for integers x>=0	Factorial(x) is only defined for integers x>=0	Nyayo kom(x) oyiko pi namba x>=0 keken
Factorial only defined for integers	Factorial only defined for integers	Lakwan ducu ikom namba mooni oyubo pi kwon namba keken
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) * ...	Lakwan ikom namba(n), dwogo lakwan me n. Gimio kwede n(n -1) (n - 2) * ...
floor(x), return the largest integer smaller than x.	floor(x), return the largest integer smaller than x.	Do ot(x), dwogo namba ikome maloyo ducu ento matidi ite 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), dwogo acel me x, ame obedo 1 / x
Argument must be int	Argument must be int	Laro kopere myero bed int
Prime numbers is defined for natural numbers	Prime numbers is defined for natural numbers	Namba atye prime ogonyo telokere pi namba ame otio kede karalung
Logarithm(x) only defined for x > 0	Logarithm(x) only defined for x > 0	Log me(x) otio kwede keken ikom x > 0