 जिद्टिप्स अप गुरोट अकाुँटिन आनोमैरिकल इकसेंपल जुडएंच, आज न देखेंगे के, गिदीपी गुरोट रेट को किस तरा से हम दीकमपोस कर सकते हैं इसके सोगचचच में से इसके सोगचचच के कुर्स में ये चीजने लन करते है, लिग्रेशिन आनलिसस उसके जरिये से, आप कब दोगलस प्रोडॉक्षन फुक्षन आप फेमिल्यर होंगे, ये वड़ा फेमिल्स है, इस इकल तो से के रेस तूब बार आल्फा आन आन, रेस तूब बीट्टा श्प 1960 से 2020 तक आप करना चातें, तो इस ताएं पीरेट के लिए आप उसे एकानुमी का वाए का ड़ाटा, के का ड़ाटा और आन का ड़ाटा लेंगे, और स्टेटे को यूस कर के रिग्रेशिन आनलिसस के जरिये से आप आप आन भीटा अस्टीमेट कर लेंगे, इकनो मैटिस के कोर्स में यह जीजी आप सीकते है, तो आल्टा क्या होगा, यह में तर्मेनोलोगी लिए लिए लिए आप आप यह रिग्रेशिन और स्टीमेट के लिए का पाईटल ये ये बीटा आप आप लिए गे रेगा है, वो हमारे वसके मतबग होगा एलास्टीष्टी अपुट वे दिस्वेक्तू लेपर वह दो स्टेप बतादे बहले स्टेप में हम ने ग्रोट रेट सबने स्टेटी पीरेट के लिए लिए लिए तीन वेर्यबल्स पे रासल करेंगे अब तीन वेर्ठीबल थे एक लेवबर, खेपितल और टेकनालोगी तो तो के शीर्स हम ने केलकूलेट कर लिए टोटल अ� uitपुट में लेवबर का शीर कितना हैं और टोटल अ uitपुट में कें चेर के पन तेकनालोगी का शीर हम रेदी ड्योल से केलकूलेट करतें गरोथ्रेट अकाऊशेंगब केशैन युच कर रें और उसको रियारएंच कर लेंगे गे तो अपके पाश येखा आई जेगी। अपके आपके स्थिही्चिदे मोजुडे का अपने आप के आप के आप गर्द रेथ of र lebih मधुई आ मोजुडे है आ आप खर्फ टेउच्तियो今 meat kamii । । । । । । ।indo । । । । asket, is 0.7.  Dieu second step.  third step flan y a k k r n a y h a s  third step flan y capital flan y capital flan y labor flan y ar fain iverso y k r n a y n. שוב ggak ותר нолог ْ- актер DIA ڑ isiej ्- अअभट प्रेन में और के आँद, Power off on 6% is due to the growth of capital. मुर्खेत में अंउंहस heavy verl आईन भान सेवन अंउं सैस्यो, juice is 20% नहीं फ़ psychiatrist is 30%. अस्बां सेवन में से आउँ़ेस打द लोई Turn is present. 21% is due to the growth of labour. So, now, what is the third factor? Technology. We will calculate that with a residual. So, productivity growth or the share of the growth of technology. So, in this equation, we will put values. So, we put growth rate of Y of 40%. Okay, we have calculated the share of capital of 6%. We have calculated the share of labour of 21%. So, if you calculate this, you will get a 13% answer. So, what is the matter? We have understood this example. In the output, in a particular time period, 40% of the output has grown. In that 40% growth, the growth of capital is 6%. Because of labour, it is 21%. And due to technological improvement, the growth of the capital is 13%. Now, if you add up these three, then obviously you will get 40%. So, here we want to understand something else. Productivity growth, okay. Productivity growth means that the average product of labour changes in this. Okay. On the left side, if you look, then delta Y over Y, we have understood what this means. Growth rate of output. Minus delta N over N, this is the growth rate of labour. Okay. When you minus two growth rates, this means that this is the growth rate of Y over N on the left-hand side. If you divide these two variables, then their growth rates are subtracted and multiplied, then their growth rates are added. Clear this point? Okay. On the left-hand side, whatever is delta Y over Y, that is growth rate of Y minus growth rate of N. I am telling you what this means. This is basically the growth rate of Y over N. What is Y over N? You have total output of Y over N, N is the number of workers. So, this is the output of the per-worker, okay. Productivity is the average product of labour. So, on the left-hand side, the expression is that what is the growth rate of this average product of labour. Okay. So, on the right-hand side, regarding the growth rates, you can practice the proof of the text book in the app index. What is the growth rate on the right-hand side? This is equal to the growth rate of technology on the right-hand side. And the second term is the growth rate of capital. Minus growth rate of labour. Again, as I have told you, on the left-hand side, we have said that this is the growth rate of Y over N. Similarly, this is the growth rate of what? K over N. Okay. With the same logic. On the left-hand side, this is the growth rate of Y over N. Similarly, on the right-hand side, this is the growth rate of K over N. K over N is the capital stock per worker. K is the total capital stock and is the total number of workers to divide it. So, how many capital units are there in one worker. Okay. So, this expression that we have taken, basically, if you go into derivation of this, the underlying assumption in this is that K A K plus A N is equal to 1. Constantly trying to scale it. So, if you incorporate this assumption into your growth accounting equation, then you will have 2-4 steps of derivation. Okay. So, you will be able to find this expression from there. With the help of this. Okay. So, overall, this is how it came to be. But what does this mean? The equation in front of you, what does it convey? Okay. This means that on the left-hand side, which you have, delta Y over Y minus delta N over N. Okay. This growth rate is more than the growth rate of A. Because you are adding something else in the growth rate of A. Okay. So, this is equal to that. Okay. Now, the other thing is that what you are adding, usually the growth rate of capital, if the growth rate of labour is more than that, then this term will become positive. A is also positive. Okay. So, if the growth rate of capital labour is more than that, then the value of the last parenthesis will become positive. So, this left growth rate of productivity will be increased to the growth rate of A. And vice versa. So, usually this capital grows faster compared to the labour. So, average productivity of labour will be more than the growth rate of technology A. So, ICT, because of growth, we have seen that this can be a prime reason. Okay. Because of the growth rate of A. And historically, if we look at it, then we get different factors in history because of which productivity. Productivity growth is increasing. Because of steam power, because of railroads, and because of the different historical inventions, productivity is increasing. Okay. Thank you.