You estimate that a jar contains 68 marbles. the actual number of marbles is 60. find the percent error. round your answer to the nearest tenth.
You Estimate That A Jar Contains 68 Marbles. The Actual Number Of Marbles Is 60. Find The Percent Error. Round Your Answer To The Nearest Tenth.
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You Estimate That A Jar Contains 68 Marbles. The Actual Number Of Marbles Is 60. Find The Percent Error. Round Your Answer To The Nearest Tenth.. In this case, with an estimated value of 68 and. $$\dfrac {8} {60}$$608 cross out the common factor:
Solved A jar contains 4 red marbles, 3 white marbles, and 8 blue from www.gauthmath.com
The actual number of marbles is 60. Explanation calculate the absolute error: To calculate the percent error, use the formula:
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(absolute error / actual) * 100 = (8 / 60) * 100. Calculate (8 / 60) = 0.1333. Based on the given conditions, formulate:
$$\Dfrac {8} {60}$$608 Cross Out The Common Factor:
Percent error = (actual value∣estimated value−actual value∣) × 100%. In this case, with an estimated value of 68 and. Explanation calculate the absolute error:
Estimated Number Of Marbles = 68 Actual Number Of Marbles = 60.
The percent error can be calculated using the formula: Round your answer to the nearest tenth. To calculate the percent error, use the formula:
Calculate The Difference Between The Estimated Number Of Marbles And The Actual Number Of Marbles.
The actual number of marbles is 60. The actual number of marbles is 60. You estimate that a jar contains 68 marbles.