Household appliances market is expected to reach an estimated value of $324.2 billion by 2019. The major drivers of the household appliances industry are increase in per capita income, consumer spending, housing activities, and increasing urbanization. The home comfort segment depicted the highest growth rate among all five segmen
ts in 2013.
New product development, increasing urbanization, and rising working class population are the driving forces of the household appliances industry. Implementation of technological changes in household appliances will possibly further drive this industry.
A total of 37 figures / charts and 7 tables are provided in this report to help in your business decisions. Sample figures with some insights are shown below. To learn the scope of, benefits, companies researched and other details of household appliances market report,
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)
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)
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)
The study includes the household appliances market size, and forecast for the household appliances market through 2019, segmented by region and by product type as follows:
Household Appliances Industry by Region:
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North America
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Europe
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Asia Pacific
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Rest of World
Household Appliances Industry by Product Type:
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Cooking Appliances
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Refrigeration
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Laundry
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Home Comfort
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Others
On the basis of its comprehensive research, Lucintel forecasts that majority of the segments for household appliances will experience moderate growth during 2014-2019. Of all the segments in the industry, the home comfort segment is likely to grow at the highest pace.
Strong economic growth in developing nations, such as China, India, and the Middle East countries, is anticipated to boost the industry. Continuous innovation of products is very important for companies to sustain their successful position in the market.
Some of the features of this report:
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Analysis of competitive intensity of the market based on Porter’s Five Forces model which helps to understand the competitive position of industry players.
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Market size in terms of value ($B) by segment, market size trend (2008-2013) and forecast (2014-2019) for key regional segments those are useful to make major investment decisions.
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Regional Analysis provides Household Appliances Industry breakdown by region among North America, Europe, APAC and ROW.
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Competitor analysis: growth leadership analysis, market drivers and challenges, growth opportunity analysis by segment market and by regional market that helps to ascertain a sound investment decision.
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Market strategic assessment, emerging trend, innovations and new product launches, mergers and acquisitions by the market players are studied in the report.
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More than 37 valuable figures/charts and 7 tables are provided in this report.
Table of Contents
Chapter 1. Executive Summary
Chapter 2. Industry Definition and Scope
Chapter 3. Industry Overview
Chapter 4. Macroeconomic Trend
Chapter 5. Industry Trends
Chapter 6. Competitive Landscape
Chapter 7. Macroeconomic Forecast
Chapter 8. Industry Forecasts
Chapter 9. Emerging Trends
Chapter 10. Growth Opportunity
List of Figures
Chapter 3.Industry Overview
Figure 3.1: External forces shaping global household appliances industry
Chapter 4.Global Macroeconomic Overview
Figure 4.1: Global GDP growth rate trend at constant price
Figure 4.2: Regional GDP growth rate trend
Figure 4.3: Global population growth rate trend
Figure 4.4: Regional population growth rate trend
Figure 4.5: Global residential industry growth rate trend
Figure 4.6: Regional residential industry growth rate trend
Chapter 5.Industry Trends
Figure 5.1: Global household appliances industry annual trend 2008-13 ($B)
Figure 5.2: Global per capita income trend 2008-2013 (000’$)
Figure 5.3: Global household appliances industry regional trend 2008-13 ($B)
Figure 5.4: Global household appliances industry regional trend 2008-13 (%)
Figure 5.5: Global household appliance industry segment trend 2008-2013 ($B)
Figure 5.6: Global household appliance industry segment trend 2008-2013 (%)
Figure 5.7: Global household appliances industry profitability trend 2008-13
Figure 5.8: global household appliances industry revenue per employee trend 2008-2013
Figure 5.9: Top five companies vs. global household appliances industry gross profit and net profit analysis 2013
Figure 5.10: Cost structure trend of global household appliances industry 2008-13
Chapter 6.Competetive Landscape
Figure 6.1: Industry shares of top players in global household appliances industry in 2008
Figure 6.2: Industry shares of top players in global household appliances industry in 2013
Figure 6.3: Global household appliances industry 2008 industry share analysis
Figure 6.4: Global household appliances industry 2013 industry share analysis
Chapter 7.Macroeconomic Forecasts
Figure 7.1: Global GDP growth rate forecast at constant price
Figure 7.2: Regional GDP growth rate forecast
Figure 7.3: Global population growth rate forecast
Figure 7.4: Regional population growth rate forecast
Figure 7.5: Global residential construction growth rate forecast
Figure 7.6: Regional residential construction growth rate forecast
Chapter 8.Industry Forecasts
Figure 8.1: Global household appliances industry annual forecast 2014-19 ($B)
Figure 8.2: Global per capita income forecast 2014-2019 (000’$)
Figure 8.3: Global household appliances industry regional forecast 2014-19 ($B)
Figure 8.4: Global household appliances industry regional forecast 2014-19 (%)
Figure 8.5: Global household appliances industry segment trend 2014-2019 ($B)
Figure 8.6: Global household appliances industry segment trend 2014-19 (%)
Chapter 9.Emerging Trends
Figure 9.1: Emerging trends of global household appliances industry
Chapter 10.Growth Opportunity
Figure 10.1: Global household appliances industry opportunity by region
Figure 10.2: Global household appliances industry opportunity by segment
Figure 10.3: Global household appliances industry by region
List of Tables
Chapter 3.Industry Overview
Table 3.1: Industry parameters of global household appliances industry
Table 3.2: Relative industry attractiveness by region
Chapter 5.Industry Trends
Table 5.1: Regional revenue growth rate
Table 5.2: Segment revenue growth rate
Table 5.3: Growth rate in cost structure
Chapter 8.Industry Forecasts
Table 8.1: Regional growth rate forecast
Table 8.2: Segment growth rate forecast