Lilly measures the volume of a sandbox to be 12,960 cubic inches. The actual volume is 11,484 cubic inches. What is the perent error to the nearest tenth of percent, in calculating the volume?
I am not sure I remember how this is done but here is something to think about. The error was 12960-11484 = 1476 cu in. (positive) this error would be 1476/11484 or 0.1285 converting to percent would be 12.85%
okay, sounds reasonable
The percent error formula is \[\left| your calculation - actual value \right| / actual value \times 100 %\]
Radar is correct, but there's the formula.
Thanks, I was wondering if it was the actual value or the calculated value that the error was divided by, glad to see my instincts were right. lol
No, the top is the absolute value of the two.
Ok, then, I was thinking the sign could indicate the direction of the error, but if it is absolute then it would be irrelevant.
THANKS FOR ALL YORU HELP!
Join our real-time social learning platform and learn together with your friends!