Vernal, UT
$500,000

Vernal, UT
$500,000

Vernal, UT
$575,000

Texas
$1,500,000

Kitchener Waterloo, ON
$4,550,000
Alabama
$2,150,000
Kentucky
$2,300,000
Newburgh, NY
$1,900,000
Mesquite, TX
$2,275,000
Mesquite, TX
$975,000
Woodbridge, NJ
$12,575,000
Mt Juliet, TN
$825,000
Santa Fe Springs, CA
$1,250,000
Hagerstown, MD
$525,000
Salem, OR
$600,000
Quebec, QC
$650,000
Georgia
$1,250,000
Terry Watts
Murphy Business Sales
Serving Sacramento County, CA
Our customers and business associates appreciate our personal attention along with our unparalleled performance in all types of transactions that demand the highest standards of ethics and win-win outcomes for both buyer and seller. If you are searching for a highly respected business broker to partner with, your search is over with Murphy Business. We manage a comprehensive range of services that includes: - Sales of privately held businesses - Mergers and acquisitions - Business valuations - Appraisals of machinery and equipment - Commercial real estate and business consulting - And more… Every member of the Murphy Business team is dedicated to representing you in a way that will make you proud to do business with us. Our experience as business brokers, outstanding level of knowledge, and our broad network of business contacts assure your ultimate satisfaction. How Our Business Brokers Partner with Sellers At Murphy Business, we take the guesswork out of selling your business. Working closely with you at every stage of the sales process, we promise to help you attain the maximum sale price at an optimal profit. How Our Business Brokers Partner with Buyers Accessing our expansive business network across North America, we can assist you in making productive connections with companies and organizations that meet your interests. You will appreciate our methodical, proven approach that starts by listening to you and your plans for business ownership. We promise to get your deal done swiftly and efficiently. Our Track Record as Business Brokers Says It All Since 1994, Murphy Business has established a steady track record of successful business transactions with high closing ratios. Over the years, we have earned the respect of thousands of buyers and sellers across North America. * This independent Murphy Business Sales franchise is part of the Top Hat Business Group family of businesses.
Irving, TX
$750,000
New York
$1,350,000
West Jordan, UT
$1,100,000
Richmond, VA
$2,400,000
Ohio
$1,300,000
Alabama
$1,400,000
Sweetwater County, WY
$850,000
Alabama
$70,000
Phoenix, AZ
$999,500
Houston, TX
$1,000,000
Bakersfield, CA
$495,000
Ogden, UT
$940,000
Florida
$275,000
Utah
$11,500,000
Texas
$1,000,000
Oceanside, CA
$2,300,000
REAL ESTATE INCLUDED
Minnesota
$2,800,000
Wilmington, MA
$700,000
Georgia
$1,200,000
Alabama
$1,200,000
Georgia
$1,000,000
Kentucky
$1,490,000
Minnesota
$2,500,000
Jersey City, NJ
$199,000
Orlando, FL
$975,000
Redmond, WA
$2,000,000
San Diego, CA
$480,000
Houston, TX
$1,300,000
Daniel Lannon RPh
Pharmacy Consulting Broker Services
Serving Washington County, MN
After graduating from the University of Minnesota College of Pharmacy, Dan Lannon became a pharmacy owner at the age of 25. During his career as a pharmacist, Dan started, owned, or operated 11 independent retail pharmacies until selling his last store in 2007. Dan became a licensed business broker in 2008. He has personally sold more than 200 pharmacies all across the United States. Dan is a fully licensed and insured business broker and is the Senior Pharmacy Consultant and Senior Pharmacy Broker for Pharmacy Consulting Broker Services. Dan’s strengths are in his firsthand knowledge of the pharmacy industry, his proven marketing programs, his highly effective negotiating skills, and his great attention to detail. Having been on each side of the negotiating table, both as a pharmacy owner and a pharmacy consultant and broker, Dan has proven to be an invaluable asset when you decide to buy or sell a pharmacy.
Houston, TX
$1,800,000
Cudahy, WI
$450,000
Missouri
$850,000
North Carolina
$2,750,000
Denver, CO
$6,700,000
$9,000,000