Stocks Trading Near 52-Week Highs and Lows
Ticker - Company | Closing Price | 52-Week Low | 52-Week High | Price Relative to 52 Week Range (0 to 100%) |
---|---|---|---|---|
Bank of New York Mellon Corporation (NYSE:BK) | $99.81 | $61.42 | $102.30 | 95% |
Blackrock Incorporated (NYSE:BLK) | $1091.80 | $815.72 | $1123.28 | 91% |
Caterpillar Inc (NYSE:CAT) | $428.69 | $273.94 | $438.02 | 95% |
Duke Energy Corp (NYSE:DUK) | $122.91 | $105.76 | $124.05 | 94% |
General Dynamics Corp (NYSE:GD) | $310.74 | $241.94 | $316.94 | 93% |
GE Aerospace (NYSE:GE) | $269.38 | $158.36 | $273.55 | 97% |
Johnson & Johnson (NYSE:JNJ) | $167.33 | $142.06 | $169.56 | 93% |
Altria Group Inc (NYSE:MO) | $61.78 | $49.06 | $61.94 | 99% |
Microsoft Corp (NASDAQ:MSFT) | $524.11 | $354.56 | $533.50 | 96% |
RTX Corporation (NYSE:RTX) | $156.81 | $113.75 | $158.40 | 97% |
Southern Company (NYSE:SO) | $94.99 | $80.96 | $95.85 | 95% |
Ticker - Company | Closing Price | 52-Week Low | 52-Week High | Price Relative to 52 Week Range (0 to 100%) |
---|---|---|---|---|
Accenture Ltd (NYSE:ACN) | $255.37 | $255.37 | $398.25 | 0% |
Adobe Systems Inc (NASDAQ:ADBE) | $347.80 | $340.00 | $586.55 | 4% |
Bristol-Myers Squibb Co (NYSE:BMY) | $44.23 | $43.31 | $63.11 | 6% |
Charter Communications (NASDAQ:CHTR) | $264.69 | $264.69 | $427.25 | 0% |
Colgate-Palmolive Co (NYSE:CL) | $83.51 | $83.51 | $108.77 | 0% |
Comcast Corp Cl A (NASDAQ:CMCSA) | $32.52 | $32.50 | $45.14 | 0% |
Dow Inc (NYSE:DOW) | $21.79 | $21.79 | $55.34 | 0% |
Lockheed Martin Corp (NYSE:LMT) | $421.01 | $410.74 | $614.61 | 6% |
Procter & Gamble Co (NYSE:PG) | $150.65 | $150.47 | $179.70 | 1% |
UnitedHealth Group Inc (NYSE:UNH) | $237.77 | $237.77 | $625.25 | 0% |
United Parcel Service Inc (NYSE:UPS) | $84.50 | $84.50 | $138.35 | 0% |

Methods
- Stocks are deemed to be near their 52-week high (low) if they are within 3 percent of the high (low) or they achieved a new high (low) within the 5 most recent market days.
- Price relative to 52-week range is calculated as [log(price)-log(low price)]/[log(high price)-log(low price)]*100%. Thus a stock with a current price of $4 with a 52-week high of $8 and a 52-week low of $2 will have price relative to range of 50%.