🧠 Choosing the Right Method
Smart mathematicians pick their tool before they calculate. Learn when to work it out in your head, when to write it down, and when a quick estimate is all you need.
What you’ll learn
- In Your Head or On Paper?Decide whether a calculation suits mental math, a written method, or an estimate.Every calculation deserves a moment of thought first. Round or friendly numbers (200 + 300) suit mental math; big, messy numbers (486 + 327) suit a written method; and when 'about right' is enough, estimation wins. Matching the tool to the job saves time and slips.
- Round Numbers Love Mental MathUse compensation and near-doubles to calculate mentally with almost-round numbers.Numbers close to a round number are gifts for mental math. To add 199 + 48, use 200 + 48 = 248 then take back the extra 1 to get 247 — that's compensation. Near-doubles help too: 25 + 26 is 50 + 1 = 51. Spot the friendly number hiding inside.
- Estimate First, Then DecideEstimate sums by rounding and choose the most efficient method for a given problem.Estimation rounds numbers to friendly values for a fast, close answer. 347 + 289 rounds to 350 + 290 = 640, near the true 636. Estimation also checks whether an exact answer is sensible. The final skill is glancing at the numbers and picking the smartest method every time.
Questions this course answers
Which problem is best done as MENTAL math?
200 + 300 uses round hundreds, so it is quick in your head: 500.
When is estimation the best tool?
Estimation is perfect when 'about right' is enough or when checking another answer.
Use compensation: what is 199 + 48?
200 + 48 = 248, then take back the extra 1: 248 − 1 = 247.
Using a near-double, what is 25 + 26?
25 + 25 = 50, and 26 is one more, so 50 + 1 = 51.
Estimate 347 + 289 by rounding to the nearest ten.
347 → 350 and 289 → 290, so 350 + 290 = 640 (the real answer is 636).
For 5000 − 4998, what is the smartest method?
The numbers are only 2 apart, so counting up from 4998 to 5000 gives 2 instantly.
Grounded in trusted sources
- Khan Academy
- NRICH — University of Cambridge
- NCTM — teaching standards
- Britannica Kids
Every Wunder lesson is built from real, reputable sources — never invented.
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