A yiolin string of 11:31.8 cm in length and p=.r1grrv linear mass density is tuned to play an Ail note at dd Hz. This means that the string is in its fundamental oscillation mode. i.e.. it will be on that note without placing any fingers on it. From this information. Calculate the tension on the string that allows it to be kept in tune. B. If from the midpoint of the string a maximum transverse motion 2.59 mm is observed when it is in the fundamental mode. what is the maximum speed by max of the string's antinode? C. If the string tension is reduced by 5.3% of the tension found in A, what is the resulting frequency of the note produced? D. 1When playing yiolin different notes can be produced depending on the position of the fingers of one hand on the string. The usual technique presses the string hard against the fingerboard, reducing the length of the string that can yibrate. If we consider this string initially tuned to an Ni, and a finger is placed one third of the length down from the tuning peg: i. 1u'irfhat would be the new fundamental frequencyr i.e.T the frequencyr of the new note being produced assuming the same tension as in A above? ii. What would be the new frequency of the note. if instead of using the technique described above for yiolin playing, the technique called artificial harmonic is used. where only partial pressure is put on the string so that it produces a knot on the string? Hint the following illustration may be useful to you. Nut Erldge