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Setting realistic targets: past data, seasonality and budget

6 minutes · 8 steps · workout 6 of 6 in this module

What you'll be able to do

By the end of this workout, you'll be able to set a target from a baseline, a seasonality index and the budget you actually have, and defend it against a round number someone picked in a meeting.

A first look: Three inputs: baseline, seasonality, and what will actually change

Baseline: your average over the last 3-6 months, and the same month last year. Seasonality: an index for the month, computed as last year's month ÷ last year's monthly average. Levers: the budget or changes that will move the number, with a realistic lift. Target = baseline × seasonality index × (1 + planned lift). Write down all three, so anyone can see where the number came from. A note on the meeting: the first big round number said out loud anchors everyone (anchoring). Get the baseline on the table before anyone names a target.

Example: Green Garden: baseline $30,000 a month. Last year, May was 1.2× the average (Mother's Day). A new email flow should add about 5%. May target = 30,000 × 1.2 × 1.05 = $37,800.

What this workout covers

  1. Three inputs: baseline, seasonality, and what will actually change
  2. Case: Corner Coffee's July target
  3. Set complete: floor, target, stretch

A question from this workout: Corner Coffee's July target

Corner Coffee's app orders have grown for six months. The owner wants a July target of 1,200. Last year, July orders were 15% below June, because regulars go on vacation. Nothing new is planned for July.

Jan → Jun app orders
800, 780, 900, 950, 1,000, 1,050
Last year July vs June
−15%
New levers planned for July
None

Which July target is realistic?

  1. 1,200, continuing the trend
  2. 1,050, the same as June
  3. About 900: June × 0.85, since nothing offsets the summer dip
  4. 1,300, to push the team

Pick your answer first, then open the reasoning below.

Show the answer and the reasoning

Answer: C. About 900: June × 0.85, since nothing offsets the summer dip

1,050 × 0.85 = 892.5, so about 900. The trend is real, but July has a known dip and there's no lever to offset it. Set 900 as the target and note that beating 1,000 would be a genuine win. The most common mistake is the first option: extrapolating the trend and ignoring seasonality. The team would “miss” a July that was actually better than last year's.

The other steps work the same way: you decide first, then see why each option is right or wrong.

How you practice here

  • 2 short concept cards
  • 1 multiple-choice question
  • 1 campaign case with real-looking numbers
  • 1 put-in-order exercise
  • 2 guided calculations
  • 1 recall question from an earlier workout

Part of the module: Marketing Metrics and KPIs

Knowing which numbers really matter: choosing KPIs, unit economics, profitability and setting realistic targets.

More workouts in this module

Programs that include this workout