Find the area under the standard normal distribution by shading the direction of the following z- scores&nbsp;1. To the left of z=2.2462. To the right of z=2.10Between z=1.50 and z=2.25

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Find the area under the standard normal distribution by shading the direction of the following z- scores&amp;nbsp;1. To the left of z=2.2462. To the right of z=2.10Between z=1.50 and z=2.25

Jazz Frenia · Accepted Answer

To find the area under the standard normal distribution curve corresponding to specific z-scores, we can use the standard normal distribution table or a statistical software.1. To find the area to the left of z = 2.246, we need to find the cumulative probability up to that z-score:P(Z&amp;lt;2.246)=0.98792. To find the area to the right of z = 2.10, we can find the cumulative probability up to that z-score and then subtract it from 1:P(Z&amp;gt;2.10)=1−P(Z&amp;lt;2.10)=1−0.9821=0.01793. To find the area between z = 1.50 and z = 2.25, we need to find the difference between the cumulative probabilities up to these two z-scores:P(1.50&amp;lt;Z&amp;lt;2.25)=P(Z&amp;lt;2.25)−P(Z&amp;lt;1.50)=0.9878−0.9332=0.0546Therefore, the areas under the standard normal distribution curve are:1. To the left of z = 2.246: 0.98792. To the right of z = 2.10: 0.01793. Between z = 1.50 and z = 2.25: 0.0546

Find the area under the standard normal distribution

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