1. Lighthouse

Level 5 · Does traffic move with sales? CORREL

The request

From Susan Diaz, Growth Marketer

“I'm pitching a bigger ad budget with the line 'spend brings traffic, traffic brings sales'. Before I say it in front of Catherine, give me the numbers: how closely do these move together across 2025, week by week?”

Your goal

Weekly web data for 2025 is in A1:E53. With CORREL, put in H2 the correlation between sessions (B2:B53) and conversions (D2:D53); in H3, ad_spend (E2:E53) and sessions (B2:B53); in H4, avg_pages (C2:C53) and conversions (D2:D53); in H5, sessions and conversions again but only for the weeks before November (rows 2 to 45).

  • Fill H2:H5 with the right valuesnot done yet
  • With formulas, not typed numbersnot done yet
  • Use CORRELnot done yet

Your sheet

Excel
The sheet for this level
ABCDEFGHI
1week_startsessionsavg_pagesconversionsad_spendCorrelation
22024-12-302563.47109048.52Sessions vs conversions
32025-01-061933.8838316.78Ad spend vs sessions
42025-01-132123.5758530.91Pages per session vs conversions
52025-01-202503.2268140.67Sessions vs conversions, Jan–Oct
62025-01-272193.8337878.48
72025-02-032003.4857865.63
82025-02-101814.0367955.10
92025-02-172153.48107561.35
102025-02-241983.5577838.48
112025-03-032253.5677838.76
122025-03-102263.8687845.32
132025-03-172583.17128417.64
142025-03-242533.9058747.97
152025-03-312464.0868722.92
162025-04-072583.88148892.41
172025-04-142263.8168539.89
182025-04-212513.94118455.42
192025-04-282603.8158913.26
202025-05-052683.8168737.25
212025-05-122693.6819182.47
222025-05-192533.7168722.62
232025-05-262943.7459304.91
242025-06-022623.6578574.89
252025-06-092423.5549311.26
262025-06-162533.5078784.38
272025-06-232493.80108912.64
282025-06-302393.95108739.60
292025-07-072473.7648872.40
302025-07-142423.7999835.44
312025-07-212643.7888717.32
322025-07-282713.62127904.06
332025-08-042773.5238771.14
342025-08-112863.9869293.13
352025-08-182303.7359604.89
362025-08-252333.6469262.14
372025-09-013004.28129069.31
382025-09-083203.7428947.06
392025-09-152803.6889540.97
402025-09-222613.5599177.78
412025-09-292933.8779613.24
422025-10-063103.5349114.66
432025-10-133214.06109570.09
442025-10-203084.1499735.26
452025-10-273793.661010434.79
462025-11-035033.652811091.11
472025-11-105003.373111937.51
482025-11-174603.342117196.86
492025-11-249863.563027436.12
502025-12-016873.342715031.98
512025-12-085373.431213185.48
522025-12-156383.602312330.46
532025-12-225223.641812893.53
54
55

Loading the editor…

    ResultPress Check to compare H2:H5

    Mote checks your result

    Press Check. Each right cell becomes a firefly in your lantern.

    The lesson

    A correlation answers one narrow question: when one column is high, is the other one high too? CORREL turns that into a single number. It is quick to compute and easy to over-read, so this level is half formula, half interpretation. The sheet holds 52 weeks of 2025, Monday to Sunday, with web sessions, average pages per session, conversions and total ad spend.

    CORREL in one line

    =CORREL(array1, array2)
    =CORREL(B2:B53,D2:D53)

    CORREL returns the Pearson correlation coefficient, always between -1 and 1. The order of the two ranges doesn’t matter; their size does: both must cover the same rows, so that row 10 is the same week in both. Rows where either cell is empty or text are skipped as a pair.

    Value Reads as
    close to 1 when one is high, the other is high, in a near-straight line
    around 0.5 a clear but loose tendency
    close to 0 no straight-line relationship
    negative when one is high, the other tends to be low

    These bands are a rule of thumb, not a law. With 52 points, anything under about 0.3 either way is too weak to build a claim on.

    What the four numbers say

    Cell Pair 2025
    H2 sessions vs conversions 0.82
    H3 ad spend vs sessions 0.91
    H4 pages per session vs conversions -0.29
    H5 sessions vs conversions, Jan–Oct 0.18

    On their own, H2 and H3 look like Susan’s pitch, proven. H5 is the reason you check. Remove the eight weeks from November 3 onward and the sessions-conversions correlation collapses from 0.82 to 0.18. Look at rows 46 to 53: the Black Friday week (row 49) had 986 sessions and 30 conversions, against 181 to 379 sessions and at most 14 conversions in any week from January to October. A handful of extreme weeks can manufacture a strong correlation on their own.

    H4’s -0.29 is weak, and it also comes from the holidays: crowds of quick browsers in December lower the pages per session while conversions rise. For January to October that pair is +0.11.

    Correlation is not causation

    H3 is strong all year, 0.91, and still 0.70 without the holidays. It does not show that ad spend causes traffic. The store raises spend for Black Friday week because shoppers are coming then anyway; both columns follow the calendar. The same pattern links ice cream sales to sunburn.

    Before anyone writes “because”, ask three questions:

    • Could a third thing drive both? Here, the season.
    • Which way could it run? More traffic could just as well trigger more spend, through budget rules tied to demand.
    • Is it a few extreme rows? Recompute without them, as in H5.

    What Susan can honestly say: “Traffic and ad spend rise and fall together through the year; to show the ads cause the extra traffic we’d need a test, such as pausing a channel in some weeks.”

    A relationship the course example expects

    The classic textbook pair is quantity vs line total, expected to be strongly positive. Try it on the order lines of level 1 and you get 0.22: at Harbor & Pine, one unit of a $1,599 bed frame outweighs 16 bud vases, so price drives revenue far more than quantity does. Expectations are not results; compute them.

    Common mistakes

    • Ranges of different sizes or offset rows: =CORREL(B2:B53,D3:D54) pairs each week with the next one’s conversions. Different sizes give #N/A.
    • Calling 0.3 strong on 52 points.
    • Saying “drives” or “because” on the strength of a correlation alone.
    • Trusting one number without looking at the rows that make it, or at a chart. A scatter plot of B against D shows the eight holiday weeks sitting far from the rest.

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