Top 10 companies with consistent financial performance
We are now nearing the end of the third quarter earnings season for FY19. Earnings are what ultimately matters for investors as it gets reflected in the share price. Read on to know who were the top performers in Q3FY19.
Earnings have a significant bearing on how a stock performs in the equity market and therefore is what ultimately matters for investors as it gets reflected in the price of the stock. In Q3FY19 earnings season, we tried to find companies which have been reporting good results, consistently.
The most popular valuation ratio that investors and analysts track is P/E (Price-to-Earnings) ratio. Lower the ratio better it is, as investors will pay less for every rupee earned by the company. Two factors that will have impact on the P/E ratio; one is price and the other is earnings, increasing stock price while keeping the earnings constant resulting in stretched valuation and vice versa. If the price is constant and the company is reporting strong earnings growth, then valuation becomes attractive.
Below, we have shortlisted stocks which have reported 25 per cent sales and net profit growth not just on QoQ basis but also from the corresponding quarter of last year (YoY). We have added one more layer of filter while finding these companies, i.e. market cap of more than Rs. 1,000 crore.
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)
Other than the ones analysed above, three companies namely Welspun Enterprise, HG Infra and Texmaco Rail & Engg have also posted more than 25 per cent sales and PAT growth on both QoQ and YoY basis.