mrs jones wrote 8 personal letters and addressed 8 envelopes to 8 different people. she placed each letter in an envelope, but when she got to the last one for Judy Ogg she had an envelope for Sheri Ford. What is the minimum number of envelopes she would have to open to correct the mistake and what is the maximum number?

Minimum = 1

Maximum = 7

say that question agaian.

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To determine the minimum and maximum number of envelopes Mrs. Jones would have to open to correct the mistake, we need to analyze the situation.

We know that Mrs. Jones has written 8 personal letters and addressed 8 envelopes. However, she made a mistake when it came to the last letter and envelope for Judy Ogg.

Let's consider the possibilities:

1. To correct the mistake, Mrs. Jones would have to find the correct envelope for Judy Ogg. In the worst-case scenario, this envelope could be the first one she opens. Therefore, the minimum number of envelopes she would have to open is 1.

2. To correct the mistake, Mrs. Jones would have to find the correct envelope for Judy Ogg. In the best-case scenario, this envelope could be the last one she opens. Therefore, the maximum number of envelopes she would have to open is 8.

So, the minimum number of envelopes Mrs. Jones would have to open is 1, and the maximum number is 8.