Error InterpretationHardQuestion 30140
Question
A result is reported as (25.4 ± 0.2) cm. This means:
- AThe true value is exactly 25.4 cm
- BThe true value lies between 25.2 and 25.6 cmCorrect
- CThe error is 2 cm
- DThe result has 2 significant figures
Correct answer
The true value lies between 25.2 and 25.6 cm
Explanation
The ± notation gives the confidence interval: the true value is most likely in [25.4−0.2, 25.4+0.2] = [25.2, 25.6] cm.