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How to find the mean, standard deviation and quartiles (1-var and 2-var statistics) on the Casio fx-CG50

Mean, standard deviation, quartiles and sums from a list or a frequency table. Exact keystrokes for the fx-CG50 first, then the other calculators, a worked example you can check your answers against, the mistakes that cost marks, and the same thing in Desmos.

Calculators: Casio fx-CG50 (OS 3.80) · TI-84 Plus CE (OS 5.8.x) · TI-Nspire CX II (OS 6.x) · Casio fx-991EX ClassWiz (the fixed ROM) · Casio fx-991CW ClassWiz (the fixed ROM). Checked September 2026.

When you need it

Mean from a frequency table (including grouped data with midpoints), median and quartiles. The statistics mode does the Σfx ÷ Σf for you; the exam still wants to see the method.

Practise it: IGCSE units (Unit 6: Statistics).

Keystrokes on your calculator

Pick your calculator: the page remembers it next time.

1-variable and 2-variable statistics on the Casio fx-CG50

Written for OS 3.80 (menus unchanged from OS 3.60 onwards as far as we can tell). Casio fx-CG50: graphic (GDC).

  1. MENU 2 (STATISTICS). Values in List 1, frequencies in List 2.
  2. F2 (CALC) F6 (SET): 1Var XList = List1, 1Var Freq = List2. EXIT.
  3. F1 (1-VAR). Read x̄, σx, sx and n; scroll down with ▼ for minX, Q1, Med, Q3, maxX and Mod.
  4. Two variables: put y in List 2 (frequency back to 1), then F2 (2-VAR) for x̄, ȳ, Σxy and so on.
1-Variablex̄ =3.84σx =1.12sx =1.14309521n =251-VAR2-VARREGSET
Schematic fx-CG50 screen (not a photo); the bottom row is what F1–F6 do here.
  • Grouped data: type the class midpoints as the values.
  • Box plot: F1 (GRAPH) F6 (SET), Graph Type: MedBox, then F1 to draw. Outliers are shown if you choose Outliers: On.
  • fx-CG50 OS 3.x has a setting for how Q1 and Q3 are worked out (in SET UP). Leave it on the standard setting: it matches the IB and exam-board method (medians of the lower and upper halves).

Worked example

Scores 2, 3, 4, 5, 6 with frequencies 3, 7, 8, 5, 2. Find n, the mean, the standard deviation and the quartiles.

Answers (checked with Python)

n = 25, x̄ = 3.84, σ = 1.12 (sample s = 1.14310), Q1 = 3, median = 4, Q3 = 5.

Common calculator mistakes

Do it in Desmos

Not in the exam. Desmos is not allowed in IGCSE exams. Use it to learn, to check an answer and to see the graph behind a question.

  1. Type the data as one list, each value as many times as its frequency: D = [2, 2, 2, 3, 3, …].
  2. mean(D), stdevp(D) (σ, divide by n), stdev(D) (s, divide by n − 1), quartile(D, 1), median(D), quartile(D, 3).
  3. Desmos's quartile() may use a different rule from your GDC for some data sets: in the exam the GDC's (medians of the halves) is the one to use.

Open desmos.com/calculator (free, in any browser) and type:

  • D=[2,2,2,3,3,3,3,3,3,3,4,4,4,4,4,4,4,4,5,5,5,5,5,6,6]
  • mean(D)
  • stdevp(D)
  • stdev(D)
  • quartile(D,1)
  • median(D)
  • quartile(D,3)
  • boxplot(D)

More calculator skills

Sources

Menu names are taken from each manufacturer's manual for the OS versions shown. Menus can move slightly between OS updates: if a screen looks different on yours, the manual for your version is the reference, and please tell us so we can update this page. Worked-example answers were recomputed independently in Python.