Melodies that skip in disjointed intervals are disjunct. True False

## Step 1<br />The problem is asking us to determine the truthfulness of the statement: "Melodies that skip in disjointed intervals are disjunct." To solve this, we need to understand the term "disjunct" in the context of music theory.<br /><br />## Step 2<br />In music theory, "disjunct" refers to a melody that moves in a series of disjointed or disconnected intervals. This means that the melody does not move in a smooth, connected manner, but instead jumps from one note to another without a clear, continuous pattern.<br /><br />## Step 3<br />Given this definition, the statement "Melodies that skip in disjointed intervals are disjunct" is indeed true. This is because the melody is moving in a series of disjointed intervals, which is the definition of a disjunct melody.