rkward - en to en_GB translation catalogue (11 entries)

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Color") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled "Color") i18
en: Color of the Normal curve.
en_GB: Colour of the Normal curve.

note: i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <settings> <setting> (refers to element labelled "Histogram Options") i18n: ectx: (Loaded from Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <settings> <setting> (refers to element labelled 
en: The 'Frequency' checkbox is unavailable because, in this situation, drawing the histogram with <i>freq=TRUE</i> does not make sense. Also, since histogram is the main plot, 'Add to current plot' checkbox has also been disabled. See RKWard help on <link href="rkward://component/histogram_options"/> for other histogram centric details.
en_GB: The 'Frequency' tick box is unavailable because, in this situation, drawing the histogram with <i>freq=TRUE</i> does not make sense. Also, since histogram is the main plot, 'Add to current plot' tick box has also been disabled. See RKWard help on <link href="rkward://component/histogram_options"/> for other histogram centric details.

note: i18n: ectx: (Loaded from Central Limit Theorem: Binomial to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Options"> <embed label="..."> i18n: ectx: (Loaded from Central Limit Theorem: Geometric to Normal) <snippet> <tab label="Parameters"> <frame label="Normal Curve Options">
en: Color
en_GB: Colour

note: i18n: ectx: (Plot negative binomial probabilities) <snippets> <snippet> <frame label="Parameters"> <radio label="..."> i18n: ectx: (Central Limit Theorem: Negative Binomial to Normal) <snippets> <snippet> <frame label="Negative Binomial Parameters"> <radio label="...">
en: Type of Parametrization
en_GB: Type of Parametrisation

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Logarithmic") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Logarithmic") i18n: ectx: (Loaded from Loaded from Plot binomial probabiliti
en: Check this box if log of the function values are to be plotted.
en_GB: Tick this box if log of the function values are to be plotted.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Lower Tail") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Lower Tail") i18n: ectx: (Loaded from Loaded from Plot binomial probabilities
en: This option is valid only for plotting the distribution function. Uncheck this box if the upper tail of the distribution function (P[X > x]) is to be plotted.
en_GB: This option is valid only for plotting the distribution function. Untick this box if the upper tail of the distribution function (P[X > x]) is to be plotted.

note: i18n: ectx: (Loaded from Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Preview") i18n: ectx: (Loaded from Plot Beta probabilities) <snippet> <setting> (refers to element labelled "Preview") i18n: ectx: (Loaded from Loaded from Plot binomial probabilities) <sni
en: Check this box for previewing the function plot. A new graphics window will pop up and it will be dynamically updated based on the choice of parameters. It may take a while for the window to show up. Sometimes, only an empty graphics device may get displayed, in which case, close the device (dev.off() or may be even graphics.off()), uncheck the box, wait for a while and try again. If it still persists, use only the "Submit" button to view the exported plot in the Output window.
en_GB: Tick this box for previewing the function plot. A new graphics window will pop up and it will be dynamically updated based on the choice of parameters. It may take a while for the window to show up. Sometimes, only an empty graphics device may get displayed, in which case, close the device (dev.off() or may be even graphics.off()), uncheck the box, wait for a while and try again. If it still persists, use only the "Submit" button to view the exported plot in the Output window.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Target number of successful trials")
en: This is the <i>size</i> parameter when the 'probability' form of the parametrization is used. This is always a non-negative integer. See R reference on Negative Binomial distribution.
en_GB: This is the <i>size</i> parameter when the 'probability' form of the parametrisation is used. This is always a non-negative integer. See R reference on Negative Binomial distribution.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Dispersion (Size)")
en: This is the <i>size</i> parameter when the 'mu' form of the parametrization is used. This is a non-negative real number. See R reference on Negative Binomial distribution.
en_GB: This is the <i>size</i> parameter when the 'mu' form of the parametrisation is used. This is a non-negative real number. See R reference on Negative Binomial distribution.

note: i18n: ectx: (Loaded from Plot negative binomial probabilities) <settings> <setting> (refers to element labelled "Type of Parametrization")
en: The type of the parametrization to be used. See R reference on Negative Binomial distribution.
en_GB: The type of the parametrisation to be used. See R reference on Negative Binomial distribution.

note: i18n: ectx: (Loaded from Jarque-Bera Normality Test) <usage>
en: Make sure the data does not contain NAs or, if so, that the 'Exclude NAs' option is checked, as neglecting this will usually prevent the test from succeeding.
en_GB: Make sure the data does not contain NAs or, if so, that the 'Exclude NAs' option is ticked, as neglecting this will usually prevent the test from succeeding.
