ਵਿਚੱਲ ਮਿਆਰੀਕਰਨ ਵਿਧੀ ਸਰੋਤ :
ਜੁਗਰਾਫ਼ੀਏ ਦਾ ਵਿਸ਼ਾ-ਕੋਸ਼, ਪਬਲੀਕੇਸ਼ਨ ਬਿਊਰੋ, ਪੰਜਾਬੀ ਯੂਨੀਵਰਸਿਟੀ, ਪਟਿਆਲਾ।
Z-score (ਜੈੱਡ ਸਕੋਅ*) ਵਿਚੱਲ ਮਿਆਰੀਕਰਨ ਵਿਧੀ: ਅੰਤਰਾਲ ਜਾਂ ਅਨੁਪਾਤ ਪੈਮਾਨੇ ਤੇ ਵਿਚੱਲ ਮਿਆਰੀਕਰਨ ਦੀ ਪੈਮਾਇਸ਼ ਵਿਧੀ। ਜੇਕਰ ਵਿਭਿੰਨ ਵਿਚੱਲਾਂ ਨੂੰ ਵਿਭਿੰਨ ਇਕਾਈਆਂ ਵਿੱਚ ਪੈਮਾਇਸ਼ ਕੀਤੀ ਜਾਂਦੀ ਹੈ ਤਾਂ ਇਹਨਾਂ ਨੂੰ ਮਿਆਰੀ ਸਕੋਰਾਂ ਤੋਂ ਜ਼ੈੱਡ-ਸਕੋਰਾਂ ਵਿੱਚ ਪਰਿਵਰਤਨ ਕੀਤਾ ਜਾਂਦਾ ਹੈ। ਇਹ ਮਿਆਰੀ ਝੁਕਾਅ ਦੇ ਮੁੱਲਾਂ (values of standard deviation) ਵਿੱਚ ਦਰਸਾਇਆ ਜਾਂਦਾ ਹੈ :
![](data:image/png;base64,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)
ਜਿਥੇ ਝੁਕਾਵੀ ਸਕੋਰ (deviation score) ਦੇ ਮੁੱਲ (values) ਅਤੇ ਗਣਿਤਕ ਔਸਤ (arithmetic mean) ਵਿਚਕਾਰ ਭਿੰਨਤਾ ਰੱਖਦੇ ਹਨ।
ਲੇਖਕ : ਸ. ਸ. ਢਿੱਲੋਂ ਅਤੇ ਜ. ਪ. ਸਿੰਘ,
ਸਰੋਤ : ਜੁਗਰਾਫ਼ੀਏ ਦਾ ਵਿਸ਼ਾ-ਕੋਸ਼, ਪਬਲੀਕੇਸ਼ਨ ਬਿਊਰੋ, ਪੰਜਾਬੀ ਯੂਨੀਵਰਸਿਟੀ, ਪਟਿਆਲਾ।, ਹੁਣ ਤੱਕ ਵੇਖਿਆ ਗਿਆ : 2000, ਪੰਜਾਬੀ ਪੀਡੀਆ ਤੇ ਪ੍ਰਕਾਸ਼ਤ ਮਿਤੀ : 2014-01-29, ਹਵਾਲੇ/ਟਿੱਪਣੀਆਂ: no
ਵਿਚਾਰ / ਸੁਝਾਅ
Please Login First