Capital goods has been the biggest laggard of the index of industrial production (IIP) components, underscoring the slowing investment cycle in the economy. But investors in capital goods shares may be betting that the worst could be over for these companies, and that the risk-reward ratio at these valuations is reasonable. Check the chart below.
*BSE Capital Goods index % returns in 1 month
Time frame: Jan'11 - Jun' 12
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)
*BSE Capital Goods index % returns in 1 month
Time frame: Jan'11 - Jun' 12
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