All our car, motorcycle, buses, Lorries and heavy vehicles’ production companies are come under this category.
First, we should learn the demographic strength of the automotive industry. If you well versed this data, then easily you can estimate the software requirements. If there is more production, then software requirement is high…
![](data:image/png;base64,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)
Chart Data Source : Wikipedia
From the bi chart, we can learn China takes 24% of production, United Stated takes 13% of production and India takes 5% of production in the given countries list. In China and United States, we can get more automotive projects in the given list of countries.
Secondly, we should learn the yearly progress of the automation industry.
hart Data Source: Wikipedia
From the chart, we can understand that the year 2009, the growth is down by more than 10%. Therefore the year 2009, ultimately the software requirements are dull. But in the year 2010, the growth rate is increased by more than 25%.
Finally, we learn about the domain players.
o GM
o Volkswagen
o Toyota
o Hyundai Motor
o Ford
o Nissan
o PSA
o Honda
o Renault
o Suzuki
o Fiat
o Daimler AG
o Chrysler
o BMW
o SAIC
o Tata
o Chang'an Automobile Mazda
o Mitsubishi
o Dongfeng Motor
o Geely
o FAW
o Saipa
o BAIC
o Chery
o Fuji
o AvtoVAZ
GM, Ford, Toyota are the major domain players in this indust
First, we should learn the demographic strength of the automotive industry. If you well versed this data, then easily you can estimate the software requirements. If there is more production, then software requirement is high…
Chart Data Source : Wikipedia
From the bi chart, we can learn China takes 24% of production, United Stated takes 13% of production and India takes 5% of production in the given countries list. In China and United States, we can get more automotive projects in the given list of countries.
Secondly, we should learn the yearly progress of the automation industry.
hart Data Source: Wikipedia
From the chart, we can understand that the year 2009, the growth is down by more than 10%. Therefore the year 2009, ultimately the software requirements are dull. But in the year 2010, the growth rate is increased by more than 25%.
Finally, we learn about the domain players.
o GM
o Volkswagen
o Toyota
o Hyundai Motor
o Ford
o Nissan
o PSA
o Honda
o Renault
o Suzuki
o Fiat
o Daimler AG
o Chrysler
o BMW
o SAIC
o Tata
o Chang'an Automobile Mazda
o Mitsubishi
o Dongfeng Motor
o Geely
o FAW
o Saipa
o BAIC
o Chery
o Fuji
o AvtoVAZ
GM, Ford, Toyota are the major domain players in this indust
No comments:
Post a Comment