Solve the all parts of given question:

Question: A particular guitar string oscillating in its fundamental mode produces a 330 Hz frequency. The string's length is 63.5 cm.

Part I: At what speed do transverse waves move along this string?

Part II: If the string's tuning screw were to be loosened, a new fundamental frequency would result. What would this frequency be if the loosening decreased the tension by 3.0%?

Part III: Assuming that the original string tension prevails (i.e., the tuning screw is unchanged from its initial position), what is the frequency of the sound waves in the air around the oscillating string? The speed of sound in air is 344 m/s.

Part IV: Again assuming the original string tension, what is the wavelength of the sound waves in the air around the oscillating string?

Any help I can get on this question is greatly appreciated! I'm not too familiar with this question.