Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, December 28th:
QVC Group : This seller of a range of consumer products has seen the Zacks Consensus Estimate for its current year earnings climbing 74.5% over the last 60 days.
LIBERTY M INT-B Price and Consensus
QVC has a P/E ratio of 0.80, compared with 15.20 for the industry. The company possess a Value Score of A.
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)
The Liberty Media Group : This provider of entertainment services has witnessed the Zacks Consensus Estimate for its current year earnings surging 36.4% over the last 60 days.
LIBERTY MEDIA-A Price and Consensus
Liberty Media has a P/E ratio of 10.85, compared with 47.70 for the industry. The company possess a Value Score of A.
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)
Dean Foods Company : This food and beverage company has seen the Zacks Consensus Estimate for its current year earnings increasing 3.8% over the last 60 days.
DEAN FOODS CO Price and Consensus
Dean Foods has a price-to-earnings ratio (P/E) of 13.36, compared with 23.80 for the industry. The company possess a Value Score of A.
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)
Silver Standard Resources Inc. : This company that engages in development and operation of precious metal resource properties has witnessed the Zacks Consensus Estimate for its current year earnings increasing 39.7% over the last 60 days.
SILVER STD RES Price and Consensus
Silver Standard Resources has a price-to-earnings ratio (P/E) of 9.69, compared with 11.80 for the industry. The company possess a Value Score of B.
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)
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Top Ranked Value Stocks to Buy for December 28th
Here are four stocks with Zacks Rank #1 (Strong Buy) and strong value characteristics for investors to consider today, December 28th:
QVC Group : This seller of a range of consumer products has seen the Zacks Consensus Estimate for its current year earnings climbing 74.5% over the last 60 days.
LIBERTY M INT-B Price and Consensus
LIBERTY M INT-B Price and Consensus | LIBERTY M INT-B Quote
QVC has a P/E ratio of 0.80, compared with 15.20 for the industry. The company possess a Value Score of A.
The Liberty Media Group : This provider of entertainment services has witnessed the Zacks Consensus Estimate for its current year earnings surging 36.4% over the last 60 days.
LIBERTY MEDIA-A Price and Consensus
LIBERTY MEDIA-A Price and Consensus | LIBERTY MEDIA-A Quote
Liberty Media has a P/E ratio of 10.85, compared with 47.70 for the industry. The company possess a Value Score of A.
Dean Foods Company : This food and beverage company has seen the Zacks Consensus Estimate for its current year earnings increasing 3.8% over the last 60 days.
DEAN FOODS CO Price and Consensus
DEAN FOODS CO Price and Consensus | DEAN FOODS CO Quote
Dean Foods has a price-to-earnings ratio (P/E) of 13.36, compared with 23.80 for the industry. The company possess a Value Score of A.
Silver Standard Resources Inc. : This company that engages in development and operation of precious metal resource properties has witnessed the Zacks Consensus Estimate for its current year earnings increasing 39.7% over the last 60 days.
SILVER STD RES Price and Consensus
SILVER STD RES Price and Consensus | SILVER STD RES Quote
Silver Standard Resources has a price-to-earnings ratio (P/E) of 9.69, compared with 11.80 for the industry. The company possess a Value Score of B.
See the full list of top ranked stocks here
Learn more about the Value score and how it is calculated here
Now See All Our Private Trades
While today's Zacks Rank #1 new additions are being shared with the public, other trades are hidden from everyone but selected members. Would you like to peek behind the curtain and view them? Starting today, for the next month, you can follow all Zacks' private buys and sells in real time from value to momentum . . . from stocks under $10 to ETF and option moves . . . from insider trades to companies that are about to report positive earnings surprises (we've called them with 80%+ accuracy). You can even look inside portfolios so exclusive that they are normally closed to new investors. Click here for all Zacks trades >>