Heads up: this isn't a full Excel tutorial.
It's a cheat sheet for the Descriptive Statistics & Probability for Business questions that have actually shown up on past exams.
Just the concise, tested stuff, not everything Excel can do.

Functions

  • IF

    Checks if something is true or false, then shows one result if it is and another if it isn't.

    =IF(A1>50, "Pass", "Fail")If the score in A1 is above 50, shows "Pass"; otherwise "Fail".
    =IF(C2<>$F$7;"negative";"positive")If C2 is different from F7, shows "negative"; if they match, shows "positive".
  • AVERAGE

    Gives you the average of a group of numbers.

    =AVERAGE(B2:B101)Averages every value from B2 down to B101.
  • STDEV.S

    Shows how spread out your numbers are. Low means they're close together, high means they're all over the place.

    We use STDEV.S (and not STDEV.P) because we always work with a sample, a selected set, not the full population.

    =STDEV.S(B2:B101)Spread of the values in that range.
  • COVARIANCE.S

    Checks if two things move together. For example, when it gets hotter, do ice cream sales go up too?

    We use COVARIANCE.S (and not COVARIANCE.P) because we always work with a sample, not the full population.

    =COVARIANCE.S(C2:C101;D2:D101)Sample covariance between the two ranges.
  • COUNTIF

    Counts cells that match a single condition.

    =COUNTIF(A1:A5, "Blue")Counts how many cells in A1:A5 say "Blue".
    3 rows say "Blue", so the count is 3. Matching cells are highlighted.
    A
    1Blue
    2Red
    3Blue
    4Blue
    5Red
  • COUNTIFS

    Same as COUNTIF, but checks multiple conditions at once. A row only counts if it passes all of them.

    =COUNTIFS(A1:A5,"Blue",B1:B5,">100")Counts rows where A says "Blue" and B is over 100.
    Highlighted means that cell alone satisfies its condition. Only rows 1 and 4 are highlighted in both columns, so the count is 2. Row 3 is "Blue" but its Score isn't over 100, so it doesn't count.
    AB
    1Blue150
    2Red200
    3Blue90
    4Blue120
    5Red50
    Binned data: this counts every value greater than F2 and up to G2 with =COUNTIFS($C$2:$C$101;">"&F2;$C$2:$C$101;"<="&G2). It's the standard way to count a frequency bin.
    Where this shows up in this course: on the exam, COUNTIFS is what you use whenever you're asked for absolute frequency, how many values fall in a bin or category. Divide that count by the total number of observations (n) and you get the relative frequency instead.
  • SUMPRODUCT

    Multiplies matching pairs from two ranges, then adds up the results. Think of it like multiplying quantity by price for each item on a receipt, then totalling the bill.

    =SUMPRODUCT(F2:F7, G2:G7)Binned data mean. F holds the relative frequency, G holds the midpoint of each bin.
    Each frequency × its midpoint, summed (0.2×5 + 0.5×15 + 0.3×20), gives the weighted mean.
    F G H
    1 Rel. Freq Midpoint Mean
    2 0.2 5 14.5
    3 0.5 15
    4 0.3 20
    5=SUMPRODUCT(F2:F4,G2:G4)
    Binned data variance: =SUMPRODUCT(G2:G7;G2:G7;F2:F7) gives Σ(midpoint² × frequency). Full variance = (n/(n-1)) × (that result − mean²).
    Where this shows up in this course: once COUNTIFS gives you the relative frequencies, SUMPRODUCT is what actually calculates the average and standard deviation (and variance) for discrete or binned data.

Absolute Referencing ($)

  • Absolute Cell Referencing ($)

    A dollar sign ($) locks part of a cell reference so it stays put when you copy or drag a formula. Without it, Excel quietly shifts every reference by however far you drag.

    Why it matters: the formula in B2 multiplies the price by the VAT rate in C1. Drag it down to B3 without a $, and Excel shifts C1 to C2, which is empty, so the formula breaks. Lock it as $C$1 and every row keeps pointing at the same VAT cell.
    A B C D
    1 Price Total (wrong) 20% Total (correct)
    2 100 =A2*C1 =A2*$C$1
    3 150 =A3*C2 =A3*$C$1
    Reading the $ sign: it locks whatever comes right after it. $C$1 locks the column and the row. $C1 locks only the column. C$1 locks only the row.
  • Example

    All four combinations: same formula in B2, dragged one column right (C2) and one row down (B3). Pick a type below, then click a formula cell to see exactly how it's calculated.

    ABC
    1102030
    240
    3
    Click a formula cell above to see exactly what it does and how it's calculated.
    Exam tip: if you're asked to fix a formula like =COUNTIFS(C2:C101;F2) so it can be dragged down safely, lock the data range like this: =COUNTIFS($C$2:$C$101;F2).

Data Analysis Toolpak

  • Regression

    Shows how one thing (X) predicts another (Y). Used for the least-squares line and for making predictions.

    Setup
    Input Y RangeThe outcome you want to predict.
    Input X RangeThe variable you're using to predict it.
    Reading the output
    Multiple RThe correlation between X and Y, how strongly they're related.
    R Square% of the change in Y explained by X. Higher = better fit.
    ObservationsNumber of data rows used.
    InterceptThe a in a+bx. It's the starting value, what Y is when X is 0.
    X VariableThe b in a+bx. It's the slope, how much Y changes each time X goes up by 1.
  • Correlation Matrix

    Shows how every pair of variables in your data relates to each other, all at once, instead of running Multiple R one pair at a time.

    Nothing appears above the diagonal. Since the correlation between Age and Spending is the same as between Spending and Age, Excel only fills in each pair once. The diagonal is always 1, since anything is perfectly correlated with itself.
    ABCD
    1AgeIncomeSpending
    2Age1
    3Income0.421
    4Spending0.680.351
    Reading it: find where a row and column meet. Row "Spending", column "Age" gives 0.68, a strong positive correlation. If the cell above the diagonal is blank, look for the same pair mirrored below it instead.