Thinking in numbers
Math makes sense to me. I like taking a complicated problem and working toward an answer.
I have a passion for numbers and the role they play in business. From analyzing data to understanding financial decisions, I enjoy finding patterns, recognizing opportunities, and discovering what makes businesses successful.

I'm a student who enjoys numbers, the energy of game day, and the idea of turning a good idea into something real.
Math makes sense to me. I like taking a complicated problem and working toward an answer.
I'm curious about how people make decisions, build things, and recognize an opportunity.
I want college to mean more than classes: great people, school spirit, and experiences I wouldn't find on my own.
I've often been chosen as a team captain. To me, that isn't just a title. It's a responsibility to show up for other people.
On the court, I try to lead by example—working hard, staying positive, and encouraging my teammates when things get tough.
Off the court, those same lessons matter. I want to be someone others can count on, who listens, takes responsibility, and brings people together. That's the kind of teammate, friend, and future business leader I hope to be.
Put in the effort before asking it of anyone else.
Encourage others, especially when the game isn't going our way.
Take responsibility, learn quickly, and keep moving forward.
Math gets interesting when a solution changes a real decision. Here’s a business problem I’d actually want to solve.
Imagine launching a T-shirt business. Charging more earns more per shirt—but fewer people buy. Find the price that maximizes profit.
Here p is the price per shirt, Q is the number of shirts sold, $600 is the fixed startup cost, and each shirt costs $6 to make.
Hint: Form a quadratic profit equation and find its vertex.
1. Revenue = price × demand: R(p) = p(500 − 20p)
2. Subtract total cost: Π(p) = p(500 − 20p) − [600 + 6(500 − 20p)]
3. Simplify: Π(p) = −20p² + 620p − 3,600
4. The vertex gives the maximum: p = −b/(2a) = −620/(2 × −20) = $15.50
5. At that price, 190 shirts sell and profit is $1,205.
Revenue and profit are different equations, so their highest points happen at different prices. This is the kind of trade-off businesses make every day.
Revenue: R(p) = −20p² + 500p. Its vertex occurs at p = −500 / (2 × −20) = $12.50.
Profit: Π(p) = −20p² + 620p − 3,600. Its vertex occurs at p = $15.50.
The takeaway: Pricing for profit makes $180 more than pricing for the highest revenue, even though total sales dollars are lower.
Calculus check (optional): R′(p) = 500 − 40p and Π′(p) = 620 − 40p. Setting each derivative to zero gives the two optimal prices. Both have negative second derivatives, so both are maxima.
Having a sister at TCU means I've been able to see a little of what the experience is like before even starting college. The community, the traditions, and the school spirit feel real to me—not just like things on a brochure.
When I visited TCU, I really liked the energy and school spirit. I saw so much opportunity there, and I could genuinely picture myself excelling at TCU.
But following her to TCU wouldn't mean following her exact path. I want to make my own friends, take on new challenges, and explore where my interest in business can lead.
I'm drawn to the idea of studying business in a place where I can be involved, find my people, and keep growing.
The best way to understand someone is to hear from the people who know them—in class, on the court, and at home.
“Shea brings a thoughtful, analytical approach to challenges. He is the kind of student who asks good questions and keeps working until an idea makes sense.”
“A captain sets the tone in practice and in competition. Shea understands the importance of effort, encouraging teammates, and putting the group first.”
“I know Shea will make his own experience wherever he goes. I love that he is curious, competitive, and excited to find his own people and path.”
“Ti voglio tanto bene. Mi fai sempre ridere e sono così orgoglioso di te. Farai grandi cose!”
I don't have every answer yet. That's part of the point.
Build on what I enjoy about math and discover how it connects to real-world decisions.
Meet people who see the world differently and try things I've never done before.
Be proud of where I come from without letting it define where I go next.
There's a lot I can calculate. My future isn't one of those things. And that's what makes it exciting.
Show some love for Shea's next chapter.