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Checking numerical consistency

Your plan has the right ideas, but a figure in one section disagrees with the same figure elsewhere.

Numerical consistency means each quantity has one value everywhere it appears, and every calculation using it is correct. Trace each key figure through the plan and check it three ways.

This lesson is part of business plans. It follows linking objectives, markets, operations and finance.

What is the three-point check?

For each key figure, ask three questions. A figure passes only if all three answers are yes.

  1. Same everywhere: does it have the same value in every section?
  2. Arithmetic right: does quantity × price equal the revenue shown?
  3. Units right: is it per bag, per batch or each month, and is the unit stated?

Worked example: a plan with two errors

An invented stall plan says the following. The summary: “200 bags at RM8, revenue RM1 600, profit RM800.” Operations: “4 batches of 50 bags.” Finance: “Unit cost RM5, total cost RM1 000.”

Trace the quantity: operations gives 4 × 50 = 200 bags, and the summary also says 200, so this passes. Check revenue: 200 × RM8 = RM1 600, which matches. Check cost: 200 × RM5 = RM1 000, which matches.

Check profit: 1 600 − 1 000 = RM600, but the summary says RM800. That is error 1, a wrong subtraction or a copied figure.

Now suppose the finance section later uses “220 bags” to show RM1 760 of revenue. That clashes with 200 bags everywhere else, so it is error 2. Fix: use 200 bags and RM1 600, and keep the profit at RM600 throughout.

Figure Summary Finance Correct
Bags 200 220 200
Revenue RM1 600 RM1 760 RM1 600
Profit RM800 RM600

The mistake of trusting each section alone

The common slip is to check the arithmetic inside one section and move on. Every section can be correct by itself while the plan contradicts itself.

The repair is to trace one figure across the whole plan. Write the quantity each time it appears, then compare the list.

Check yourself

A plan says: 150 bags at RM10, revenue RM1 500, unit cost RM6, total cost RM800, profit RM700. Find the errors.

Answer

Revenue: 150 × 10 = RM1 500, which is correct. Total cost: 150 × 6 = RM900, not RM800, so the plan has an error. Profit should then be 1 500 − 900 = RM600, not RM700.

One wrong cost figure spread into the profit. Fix the cost first, then recalculate everything that used it.

What to study next

Test the three skills together in the business plans practice set. If your sections do not hand off figures, revisit linking objectives, markets, operations and finance.

The business case answer planner can help you line up the figures. For a teacher to read your plan with fresh eyes, see online one-to-one Business tuition.

Common questions

What is numerical consistency?

It means the same quantity has the same value wherever it appears in a plan, and the calculations that use it are correct. A price, a quantity or a total should never change between sections without a reason.

How do I check a figure?

Trace it through every section and write it each time it appears. Then check the arithmetic: does quantity times price equal the revenue shown? Mark any mismatch.

What should I do if I find a clash?

Decide which figure is right, using the evidence or the arithmetic, and correct the other. Then recheck any total that used the wrong figure, because one error often spreads.

Do small rounding differences matter?

State the rounding rule once, such as nearest ringgit, and use it throughout. Consistent rounding is acceptable, while figures that differ without explanation look like errors.

If number clashes slip past you, a one-to-one Business teacher can read your figures fresh and point to the line where two sections disagree.

  • Online one-to-one lessons for your child with an experienced teacher.
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