Section C.1 Calculator reference
-
Summarizing 1-variable statistics
-
Calculating summary statistics: TI-84: Calculating Summary Statistics and Casio fx-9750GII: Drawing a box plot and 1-variable statistics
-
Drawing a box plot: TI-83/84: Drawing a box plot and Casio fx-9750GII: Drawing a box plot and 1-variable statistics
-
Finding normal probabilities
-
Finding area under the normal curve: TI-84: Finding area under the normal curve and Casio fx-9750GII: Finding area under the normal curve
-
Finding a Z-score that corresponds to a percentile: TI-84: Find a Z-score that corresponds to a percentile and Casio FX-9750GII: Find a Z-score that corresponds to a percentile
-
-
Binomial probabilities
-
Computing the binomial coeffcient: TI-83/84: Computing the binomial coefficient \({n\choose x}\) and Casio fx-9750GII: Computing the binomial coefficient \({n\choose x}\)
-
Computing the binomial formula: TI-84: Computing the binomial formula, \(P(X = {x)={n\choose x}p^x(1-p)^{n-x}}\) and Casio fx-9750GII: Binomial calculations
-
Computing cumulative binomial probabilities: TI-84: Computing \(P(X \le {x)= {n\choose 0}p^0(1-p)^{n-0} + ... + {n\choose x}p^x(1-p)^{n-x}}\) and Casio fx-9750GII: Binomial calculations
-
-
Inference for a single proportion
-
1-proportion Z-interval: TI-83/84: 1-proportion Z-interval and Casio fx-9750GII: 1-proportion Z-interval
-
-
Inference for a difference of proportions
-
2-proportion Z-interval: TI-83/84: 2-proportion Z-interval and Casio fx-9750GII: 2-proportion Z-interval
-
-
Chi-square for one-way tables
-
Finding area under chi-square curve: TI-84: Finding an upper tail area under the chi-square curve and Casio fx-9750GII: Finding an upper tail area under the chi-sq. curve
-
Chi-square goodness of fit test: TI-84: Chi-square goodness of fit test and Casio fx-9750GII: Chi-square goodness of fit test
-
-
Chi-square for two-way tables
-
Entering data in a two-way table: TI-83/84: Entering data into a two-way table and Casio fx-9750GII: Chi-square test of homogeneity and independence
-
Chi-square test of homogeneity and independence: TI-83/84: Chi-square test of homogeneity and independence and Casio fx-9750GII: Chi-square test of homogeneity and independence
-
Finding the expected counts: TI-83/84: Chi-square test of homogeneity and independence and Casio fx-9750GII: Chi-square test of homogeneity and independence
-
-
Inference for a single mean
-
Inference for a mean of differences
-
1-sample t-test with paired data: TI-83/84: 1-Sample T-Test With Paired Data and Casio fx-9750GII: 1-Sample T-Test With Paired Data
-
1-sample t-interval with paired data: TI-83/84: 1-Sample T-Interval With Paired Data and Casio fx-9750GII: 1-Sample T-Interval With Paired Data
-
-
Inference for a difference of means
-
The least squares regression line
-
Finding the y-intercept, slope, \(r\text{,}\) and \(R^2\text{:}\) TI-84: finding \(a\text{,}\) \(b\text{,}\) \(R^2\text{,}\) and \(r\) for a linear model, What to do if \(r^2\) and \(r\) do not show up on a TI-83/84 and Casio fx-9750GII: finding \(a\text{,}\) \(b\text{,}\) \(R^2\text{,}\) and \(r\) for a linear model
-
What to do if you get Dim Mismatch: What to do if a TI-83/84 returns: ERR: DIM MISMATCH
-
-
Inference for the slope of a regression line
-
t-interval for the slope: see Graphing Calculator Guides at openintro.org/ahss
-
t-test for the slope: see Graphing Calculator Guides at openintro.org/ahss
-
You have attempted of activities on this page.
