1. The problem statement, all variables and given/known data Speaker 1 is positioned at the origin and speaker 2 is at the position (0, 4.00) meters. They emit identical sound waves of wavelength 1.55 m, in phase. If you stand on the x axis at (x, 0) meters, what is the smallest positive value for x for which you experience complete destructive interference? 2. Relevant equations A^2+ B^2 = C^2 P2-P1= (n+.5)λ V= λf 3. The attempt at a solution My main question, though its possibly not where im going wrong, is would n have to equal 0 for it to be lowest destructive interference?