Please, bmtran, don't use isequal with floats, prefer to use abs(a-b) < tol. Unless I use the function interp1 exactly like you did, my solution cannot pass the test suite. Please try my commented code (and the difference between the solutions is at the order of 1e-15).
perhaps you could specify a target numerical precision? (isequal on floats can be flaky)
Alfonso's solution suffers from the same problem of precision apparently. Using isequal requires that one does the exact same operation that you did (to obain the exact same error*), and closes the door for alternative or smaller solutions.
* Floating-point numbers have some precision problems: the classic example is 0.1 which becomes an infinite number as a binary.
Inner product of two vectors
Project Euler: Problem 3, Largest prime factor
Getting the indices from a vector
Triangle Numbers Below N
First N Perfect Squares
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