Nothing
Code
res_lower$output
Output
[1] "Probability 3 and below = 0.3822806 "
Code
res_upper$output
Output
[1] "Probability 7 and above = 0.05476188 "
Code
res_lower$output
Output
[1] "The observation with at most 0.1 probability at or below is 4 "
Code
res_upper$output
Output
[1] "The observation with at most 0.1 probability at or above is 12 "
Code
capture_plot_result(iscambinomnorm(10, 20, 0.5, "below"))$output
Output
[1] " binomial: 0.5881 "
[2] " normal approx: 0.5 "
[3] " normal approx with continuity: 0.5885 "
Code
capture_plot_result(iscambinomnorm(10, 20, 0.5, "above"))$output
Output
[1] " binomial: 0.5881 "
[2] " normal approx: 0.5 "
[3] " normal approx with continuity: 0.5885 "
Code
res_lower$output
Output
[1] " binomial: 0.1153 "
[2] " normal approx: 0.07364 "
[3] " normal approx with continuity: 0.1175 "
Code
res_upper$output
Output
[1] " binomial: 0.1153 "
[2] " normal approx: 0.07364 "
[3] " normal approx with continuity: 0.1175 "
Code
res$output
Output
[1] "Null: Probability 15 and above = 0.02069473 "
[2] "Alternative: Probability 15 and above = 0.125599 "
Code
res_less$output
Output
[1] "Null: Probability 5 and below = 0.0826247 "
[2] "Alternative: Probability 5 and below = 0.3782785 "
Code
res_two$output
Output
[1] "Null: Probability in rejection region 0.03027 "
[2] "Alternative: Probability in rejection region 0.1648196 "
Code
res$output
Output
[1] ""
[2] "Exact Binomial Test"
[3] ""
[4] "Data: observed successes = 18, sample size = 30, sample proportion = 0.6"
[5] ""
[6] "Null hypothesis : pi = 0.5 "
[7] "Alternative hypothesis: pi <> 0.5 "
[8] "p-value: 0.36159 "
[9] "95 % Confidence interval for pi: ( 0.40603 , 0.77344 ) "
Code
res_less$output
Output
[1] ""
[2] "Exact Binomial Test"
[3] ""
[4] "Data: observed successes = 6, sample size = 15, sample proportion = 0.4"
[5] ""
[6] "Null hypothesis : pi = 0.4 "
[7] "Alternative hypothesis: pi < 0.4 "
[8] "p-value: 0.60981 "
Code
res_greater$output
Output
[1] ""
[2] "Exact Binomial Test"
[3] ""
[4] "Data: observed successes = 11, sample size = 18, sample proportion = 0.6111"
[5] ""
[6] "Null hypothesis : pi = 0.45 "
[7] "Alternative hypothesis: pi > 0.45 "
[8] "p-value: 0.12796 "
Code
res$output
Output
[1] ""
[2] "Exact Binomial Test"
[3] ""
[4] "Data: observed successes = 14, sample size = 100, sample proportion = 0.14"
[5] ""
[6] "90 % Confidence interval for pi: ( 0.086668 , 0.21017 ) "
[7] "95 % Confidence interval for pi: ( 0.078705 , 0.22373 ) "
Code
res$output
Output
[1] ""
[2] "Exact Binomial Test"
[3] ""
[4] "Data: observed successes = 13, sample size = 24, sample proportion = 0.5417"
[5] ""
[6] "Null hypothesis : pi = 0.5 "
[7] "Alternative hypothesis: pi 0.5 "
[8] "p-value: 0.83882 "
Code
res$output
Output
[1] ""
[2] "Exact Binomial Test"
[3] ""
[4] "Data: observed successes = 18, sample size = 40, sample proportion = 0.45"
[5] ""
[6] "90 % Confidence interval for pi: ( 0.31461 , 0.59119 ) "
Code
collapse_output(help_lines)
Output
[1] "Arguments:\n k: number of successes of interest\n n: number of trials\n prob: success probability\n direction: \"above\", \"below\", or \"two.sided\"\n verbose: Logical, defaults to 'TRUE'. Set to 'FALSE' to suppress\n messages"
Code
collapse_output(help_lines)
Output
[1] "Arguments:\n LOS: A numeric value representing the level of significance\n n: A numeric value representing the sample size\n prob1: A numeric value representing the first probability\n alternative: \"less\", \"greater\", or \"two.sided\"\n prob2: A numeric value representing the second probability\n verbose: Logical, defaults to 'TRUE'. Set to 'FALSE' to suppress\n messages"
Code
collapse_output(help_lines)
Output
[1] "Arguments:\n k: number of successes of interest.\n n: number of trials.\n prob: success probability. Numeric between 0 & 1.\n lower.tail: Boolean for finding the probability above (FALSE) or below\n (TRUE) the inputted value (inclusive)\n verbose: Logical, defaults to 'TRUE'. Set to 'FALSE' to suppress\n messages"
Code
collapse_output(help_lines)
Output
[1] "Arguments:\n observed: The observed number of successes or sample proportion\n (assumed to be proportion if value less than one.)\n n: number of trials.\n hypothesized: hypothesized probability of success.\n alternative: \"less\", \"greater\", or \"two.sided\"\n conf.level: Confidence level for a two-sided confidence interval.\n verbose: Logical, defaults to 'TRUE'. Set to 'FALSE' to suppress\n messages"
Code
collapse_output(help_lines)
Output
[1] "Arguments:\n alpha: The probability of interest.\n n: The number of trials.\n prob: The probability of success.\n lower.tail: Boolean for finding the probability above (FALSE) or below\n (TRUE) the inputted value (inclusive)\n verbose: Logical, defaults to 'TRUE'. Set to 'FALSE' to suppress\n messages"
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