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Add resource on skewness.
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notebooks/1-getting_started_with_pandas.ipynb

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"**Important**: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is right-skewed."
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"**Important**: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is [right-skewed](https://www.analyticsvidhya.com/blog/2020/07/what-is-skewness-statistics/)."
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slides/1-getting_started_with_pandas.ipynb

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"**Important**: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is right-skewed."
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"**Important**: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is [right-skewed](https://www.analyticsvidhya.com/blog/2020/07/what-is-skewness-statistics/)."
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slides/html/1-getting_started_with_pandas.slides.html

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<p><strong>Important</strong>: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is right-skewed.</p>
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<p><strong>Important</strong>: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is <a href="https://www.analyticsvidhya.com/blog/2020/07/what-is-skewness-statistics/">right-skewed</a>.</p>
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slides/html/workshop.slides.html

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<p><strong>Important</strong>: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is right-skewed.</p>
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<p><strong>Important</strong>: The mean isn't always the best measure of central tendency. If there are outliers in the distribution, the mean will be skewed. Here, the mean is being pulled higher by some very heavy meteorites – the distribution is <a href="https://www.analyticsvidhya.com/blog/2020/07/what-is-skewness-statistics/">right-skewed</a>.</p>
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