Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, January 17th:
Francesca's Holdings Corporation : This operator of a chain of retail boutiques has seen the Zacks Consensus Estimate for its current year earnings soaring 7% over the last 60 days.
Francesca's Holdings Corporation Price and Consensus
Francesca's Holdings has a price-to-earnings ratio (P/E) of 17.19, compared with 20.40 for the industry. The company possess a Value Score of B.
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)
Perry Ellis International, Inc. : This designer of apparel products has witnessed the Zacks Consensus Estimate for its current year earnings increasing 1% over the last 60 days.
Perry Ellis International Inc. Price and Consensus
Perry Ellis International has a price-to-earnings ratio (P/E) of 12.39, compared with 14.40 for the industry. The company possess a Value Score of A.
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)
Tailored Brands, Inc. : This specialty apparel retailer has witnessed the Zacks Consensus Estimate for its current year earnings gaining 8.2% over the last 60 days.
Tailored Brands, Inc. Price and Consensus
Tailored Brands has a price-to-earnings ratio (P/E) of 11.61, compared with 14.40 for the S&P 500 index. The company possess a Value Score of A.
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)
CECO Environmental Corp. : This provider of critical solutions to the environmental, energy, and fluid handling and filtration segments has witnessed the Zacks Consensus Estimate for its current year earnings rising 5% over the last 60 days.
CECO Environmental Corp. Price and Consensus
CECO Environmental has a P/E ratio of 14.83, compared with 56.70 for the industry. The company possess a Value Score of A.
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)
See the full list of top ranked stocks here
Learn more about the Value score and how it is calculated here
Long-Term Buys You Won't See in the News
New Zacks Rank #1 Strong Buys are likely to be far outpace the broader market for the next 60-90 days. If you prefer investing for maximum long-term profits, you’ll want to see which stocks Zacks experts are sharing with our private members. These moves have double and triple-digit profit potential and are rarely available to the public. Starting now, you can look inside our stocks under $10, home run and value stock portfolios, plus more. Want a peek at this private information? Click here >>
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Top Ranked Value Stocks to Buy for January 17th
Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, January 17th:
Francesca's Holdings Corporation : This operator of a chain of retail boutiques has seen the Zacks Consensus Estimate for its current year earnings soaring 7% over the last 60 days.
Francesca's Holdings Corporation Price and Consensus
Francesca's Holdings Corporation Price and Consensus | Francesca's Holdings Corporation Quote
Francesca's Holdings has a price-to-earnings ratio (P/E) of 17.19, compared with 20.40 for the industry. The company possess a Value Score of B.
Perry Ellis International, Inc. : This designer of apparel products has witnessed the Zacks Consensus Estimate for its current year earnings increasing 1% over the last 60 days.
Perry Ellis International Inc. Price and Consensus
Perry Ellis International Inc. Price and Consensus | Perry Ellis International Inc. Quote
Perry Ellis International has a price-to-earnings ratio (P/E) of 12.39, compared with 14.40 for the industry. The company possess a Value Score of A.
Tailored Brands, Inc. : This specialty apparel retailer has witnessed the Zacks Consensus Estimate for its current year earnings gaining 8.2% over the last 60 days.
Tailored Brands, Inc. Price and Consensus
Tailored Brands, Inc. Price and Consensus | Tailored Brands, Inc. Quote
Tailored Brands has a price-to-earnings ratio (P/E) of 11.61, compared with 14.40 for the S&P 500 index. The company possess a Value Score of A.
CECO Environmental Corp. : This provider of critical solutions to the environmental, energy, and fluid handling and filtration segments has witnessed the Zacks Consensus Estimate for its current year earnings rising 5% over the last 60 days.
CECO Environmental Corp. Price and Consensus
CECO Environmental Corp. Price and Consensus | CECO Environmental Corp. Quote
CECO Environmental has a P/E ratio of 14.83, compared with 56.70 for the industry. The company possess a Value Score of A.
See the full list of top ranked stocks here
Learn more about the Value score and how it is calculated here
Long-Term Buys You Won't See in the News
New Zacks Rank #1 Strong Buys are likely to be far outpace the broader market for the next 60-90 days. If you prefer investing for maximum long-term profits, you’ll want to see which stocks Zacks experts are sharing with our private members. These moves have double and triple-digit profit potential and are rarely available to the public. Starting now, you can look inside our stocks under $10, home run and value stock portfolios, plus more. Want a peek at this private information? Click here >>