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Q: What is the greatest possible error for a measurement of 5 liters?
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What is the greatest possible error for 8.64?

Assuming that the measurement is to the nearest 0.01, the greatest possible error is 0.005.


How do you find greatest possible error for measurement of 3ft?

0.5


What is the greatest possible error for 750?

If the numbers are rounded to the nearest 750, then 375 is the greatest possible error. Although you are not likely to have counted in 750s, it is quite possible that you counted in 50s (greatest error = 25). Or in tens (GE = 5) or in units (ones), when the greatest error is 0.5. The greatest possible error is half of the smallest unit of measurement.


What is the greatest possible error for each measurement. 953 mi?

It is 0.5 mi.


What is the greatest possible error for the measurement 4.7 cm?

If the number of significant digits is correct, this measurement should be between 4.6 and 4.8 and thus have a possible maximum error of 0.1.


What is the greatest possible error for the ft measurement?

1/2 ft = 6 inches.


Find the greatest possible error and the percent error for each measurement 3cm 6cm 36.85g?

.5cm/.5cm/.005g


What is the greatest possible error of 1.20m?

The greatest possible error is 0.005


What is the greatest possible error of 11.125 oz?

The answer depends on the measurement precision. If the figure is correct to the last decimal, the greatest possible error is 0.0005 oz. However, the figure could refer to 11 oz + 32 drachms. If accurate to the nearest drachm, the greatest possible error is 0.00195 oz.


What is the greatest possible error of 0.991g?

The greatest possible error is 0.0005


What is the greatest possible error allowed for a measurement of 50 centimeters?

If measured top the nearest centimetre then the answer is 0.5 cm.


How do you find greatest possible error for measurement of 18.9 m?

Assuming the number is written to its greatest precision, it will be half of the place of the last digit. Since the 9 is in the tenths place, the greatest possible error is ±0.5*a tenth = ±0.05 metres.