BEGIN:VCARD
VERSION:3.0
FN:Derrick Yarbrough
N:Yarbrough;Derrick;;;
TITLE:Director
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
NOTE:Leveraging two decades of diverse experience\, including 15 years in operational\, consulting\, and transactional roles in the restaurant\, foodservice\, and consumer retail sectors\, Derrick has dedicated his career to driving improvements in operations and profitability. His focus areas include strategic menu pricing\, sales channel profitability\, overhead cost reduction\, store-level operations\, new-business assessment\, and financial modeling. Before joining AlixPartners\, Derrick owned and operated Papa John s units as a franchisee\, growing average sales to nearly $1 million and achieving 95% customer service satisfaction levels. Additionally\, his background includes private equity and investment banking\, where he was involved in several restaurant and retail transactions. Key engagements and career highlights\: Serving as interim finance officer for a $2B national restaurant chain\, rebuilding the operating model based on financial and market conditions\, and presenting it to the board and potential buyers during strategic alternatives exploration. Implementing a transformational program for a large national brand\, focusing on change management\, waste reduction\, and labor optimization to drive sustainable results. Designing a refranchising model for an international coffee chain\, grounded in corporate store unit economics and direct G&A adjustments\, identifying EBITDA benefits. Leading a menu reengineering initiative for an international division of a major limited-service chain\, increasing run-rate profitability through competitive assessment\, consumer insights\, and pricing programs. Specializing in finance and operations\, Derrick has a proven track record of boosting store profitability\, spearheading in-store enhancements\, optimizing labor efficiency\, and crafting strategic organizational frameworks. His approach combines analytical rigor with a visionary outlook\, aiming to continuously elevate business operations and contribute to sustainable growth based on collaboration. Derrick holds an MBA from Harvard Business School.
URL:https\://www.alixpartners.com/our-people/28418/derrick-yarbrough/
ORG:AlixPartners;
ADR;TYPE=WORK:;;Dallas;;;;
TEL;TYPE=CELL:+-12145385254
EMAIL;TYPE=INTERNET:dyarbrough@alixpartners.com
CLASS:PUBLIC
END:VCARD
