Geometric mean for grouped and ungrouped data ch 3 lec 5

Measure of location is a measure of central tendency that explain central value of data. Average is a single value which represent the whole data. Averages tend to lie in the centre of a distribution they are called measure of location or measure of central tendency. Arithmetic mean is a most commonly used average. Geometric mean for grouped and ungrouped data also discuss.
In which we are explaning measure of central tendency and measure of location all averages with examples
Descriptive and inferencial statistics
Meaning of statistics
I am here to teach you the most important subject of your course that is statistics. I hope you will love to my content and i am hopeful and try to present myself in front of you.
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[@noumanqureshi2067]

Can you please explain why it is important and where it is more appropriate? Its interpretation. You just explained the formula and its computation.

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Try to start with Definitions/meaning.

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Mam root method se grouped data ki video hai kya

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mam ap exercise ke question bhi smjhain

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Agar koi number 0 aajaye toh mean solve hoga??

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No hoga.q k sari value zero hojaye ge

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What if values are negative and 0? Please help me with this

[@NazzAcademy]

Then w can,t find g m and h m when value is zero
Bcz all values becomes zero when any one value is zero in data

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