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Finding the 87.9th Percentile of the Normal Curve
- To begin, convert the percentile into a decimal by dividing 87.9 by 100, which equals 0.8790. To ensure we have four digits for reference in the z-table, we retain the four decimal places.
Next, locate the z-value corresponding to the area of 0.8790. That is z = 1.17. Therefore, the 87.9th percentile corresponds to z = 1.17.
Then, to express it as a percentage, multiply 0.8790 by 100, resulting in 87.9%.
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