Final answer:
When two transverse waves with the same wavelength and phase meet at a point, they undergo constructive interference, resulting in a combined wave with a greater amplitude. The correct answer is A. Constructive interference.
Step-by-step explanation:
When two waves pass the same point at the same time, the type of interference that occurs depends on how the waves meet at that point. If the waves have points that are in phase, which means their crests and troughs align, then constructive interference occurs.
In the scenario described, since both transverse waves start high and have the same wavelength, and assuming they maintain the same phase relationship throughout, they would reinforce each other when they meet. This causes the amplitude of the resultant wave to be greater than the amplitude of the individual waves.
However, if the waves have points that are out of phase, with a crest meeting a trough, destructive interference would occur, where the waves cancel each other out. Since the question suggests that the waves are in phase.