Estimating Growth Rates Using Linear Regression

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  • Опубліковано 3 гру 2024

КОМЕНТАРІ • 18

  • @jsbonhomme
    @jsbonhomme 3 роки тому +2

    Thank you for this video! For all the vídeos on the channel actually!

  • @rexhope4666
    @rexhope4666 3 роки тому +2

    Hello, I am quite confused on how did you managed to obtain the values for intercept and time (estimated regression)? Is this formula the same as the excel's linear regression y = mx + c where x is the slope and c is the intercept? Thanks

  • @durgaprasadsarangi5668
    @durgaprasadsarangi5668 3 роки тому +1

    Wonderful explanation

  • @jasvinderkaur9743
    @jasvinderkaur9743 2 роки тому +1

    Hello sir, I am confused,, is CAGR and regression growth rate estimation same? Thanks in anticipation.

  • @smekn
    @smekn 2 роки тому

    what if I would like to estimate the least squares growth rate of something for a specified period of time, like t to t+n?

  • @yingshuosun4556
    @yingshuosun4556 2 роки тому

    Hi, what if I'm calculating the growth rate of a company's ebitda, and in some years it can be negative?

  • @tbvlinh
    @tbvlinh 3 роки тому

    Thanks for video
    Please could you explain how we end up the growth rate i=e^0.0224-1
    Thanks

  • @Heyimin995
    @Heyimin995 3 роки тому +1

    Thank you very much sir....keep posting questions on regression..
    Which source do you suggest to learn application of software for regression and ecotrix for begiiners

    • @EconomicsinManyLessons
      @EconomicsinManyLessons  3 роки тому

      For a textbook: economics.ut.ac.ir/documents/3030266/14100645/Jeffrey_M._Wooldridge_Introductory_Econometrics_A_Modern_Approach__2012.pdf
      For software (Stata) applications from that textbook: fmwww.bc.edu/gstat/examples/wooldridge/wooldridge.html

  • @hemanthkumarr9263
    @hemanthkumarr9263 Рік тому

    Can you suggest a text book on cagr using regression

  • @umabhaghel5808
    @umabhaghel5808 3 роки тому +1

    Thankuu

  • @ТимурМамасалиев-ц5у

    Why a natural logarithm has been taken?

    • @EconomicsinManyLessons
      @EconomicsinManyLessons  3 роки тому +2

      This functional form has a nice feature. The coefficient on the independent variable represents the percentage change in the Y variable from a 1-unit change in the independent variable. The proof:
      ln(Y) = a + bX
      Take total differential to get
      dY/Y = bdX divide through by dx
      (dY/Y)/dX = b let dX = 1 (to represent 1-unit change in X)
      dY/Y = b
      The left-hand side is just the change in Y divided by Y or the standard percentage change formula.

    • @abig9960
      @abig9960 2 роки тому

      @@EconomicsinManyLessons So, even though the employment data is not exponential on nature, (it appears linear) the ln(employment) is still a good approximation of the percentage change? Thank you in advance for your response!

  • @SureshKumar-mh2yn
    @SureshKumar-mh2yn 3 роки тому

    Thank you sir for the great video
    Plz provide a video on Solow Growth model numericals .
    I hope you help me as soon as possible.
    Thank you so much sir🙏

    • @EconomicsinManyLessons
      @EconomicsinManyLessons  3 роки тому +1

      Here are some videos on Solow:
      ua-cam.com/video/SFB7T7O3IWE/v-deo.html
      ua-cam.com/video/pdypvHNx5gs/v-deo.html
      ua-cam.com/video/2OtW6dzy4jQ/v-deo.html

    • @SureshKumar-mh2yn
      @SureshKumar-mh2yn 3 роки тому +1

      @@EconomicsinManyLessons thank you so much sir 🙏