To find the Normal Distribution probability between z = -0.37 and z = 0.00, we need to look up these values in the Z-table (also known as the Standard Normal Table).

1. The Z-table gives us the probability from z = 0 to any positive or negative z-value. Since we are looking for the probability between z = -0.37 and z = 0.00, we need to find the probability at z = 0.37 (since the normal distribution is symmetrical, the probability at z = -0.37 is the same as at z = 0.37).

2. Looking up z = 0.37 in the Z-table, we find a probability of 0.6443. This is the probability from z = 0 to z = 0.37.

3. Since we want the probability from z = -0.37 to z = 0.00, we need to subtract the probability at z = 0.00 from the probability at z = 0.37. The probability at z = 0.00 is 0.5000 (since half the distribution is to the left of the mean).

4. Subtracting, we get 0.6443 - 0.5000 = 0.1443.

So, the Normal Distribution probability between z = -0.37 and z = 0.00 is 0.144 (to three decimal places).

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To find the Normal Distribution probability between z = -0.37 and z = 0.00, we need to look up these values in the Z-table (also known as the Standard Normal Table).

1. The Z-table gives us the probability from z = 0 to any positive or negative z-value. Since we are looking for the probability between z = -0.37 and z = 0.00, we need to find the probability at z = 0.37 (since the normal distribution is symmetrical, the probability at z = -0.37 is the same as at z = 0.37).

2. Looking up z = 0.37 in the Z-table, we find a probability of 0.6443. This is the probability from z = 0 to z = 0.37.

3. Since we want the probability from z = -0.37 to z = 0.00, we need to subtract the probability at z = 0.00 from the probability at z = 0.37. The probability at z = 0.00 is 0.5000 (since half the distribution is to the left of the mean).

4. Subtracting, we get 0.6443 - 0.5000 = 0.1443.

So, the Normal Distribution probability between z = -0.37 and z = 0.00 is 0.144 (to three decimal places).

Knowee AI · Accepted Answer

To find the Normal Distribution probability between z = -0.37 and z = 0.00, we need to look up these values in the Z-table (also known as the Standard Normal Table).

1. The Z-table gives us the probability from z = 0 to any positive or negative z-value. Since we are looking for the probability between z = -0.37 and z = 0.00, we need to find the probability at z = 0.37 (since the normal distribution is symmetrical, the probability at z = -0.37 is the same as at z = 0.37).

2. Looking up z = 0.37 in the Z-table, we find a probability of 0.6443. This is the probability from z = 0 to z = 0.37.

3. Since we want the probability from z = -0.37 to z = 0.00, we need to subtract the probability at z = 0.00 from the probability at z = 0.37. The probability at z = 0.00 is 0.5000 (since half the distribution is to the left of the mean).

4. Subtracting, we get 0.6443 - 0.5000 = 0.1443.

So, the Normal Distribution probability between z = -0.37 and z = 0.00 is 0.144 (to three decimal places).

Normal Distribution Z to Probability Question: What is the Normal Distribution probability between z = -0.37 and 0.00? Level of difficulty = 1 of 5 Please format to 3 decimal places.

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