Derive the other chords instead of copying a shape
The four keyboard pictures in the next practical task share one displayed range. Use that common range to see how far the root-position chords move. The C-major chord begins at C4, while A minor begins below it at A3. F major and G major also begin below C4. Do not interpret the separate pictures as four independent middle-C positions. Their note labels refer to the same keyboard, and their matching left and right limits let you compare actual locations.
Derive A minor from A3 rather than assume that three alternating white keys always form a major chord. From A3, move to the black key above A, then B3, then C4. That is three semitones. From C4 to E4 is four. A3, C4, E4 therefore fits the minor pattern. For F major, F3 to A3 is four semitones and A3 to C4 is three. For G major, G3 to B3 is four and B3 to D4 is three. The same construction rule works even when a gap crosses an octave label.
Compare the fingers on shared keys during the C-major to A-minor change. In C4, E4, G4, the thumb plays C and the middle finger plays E. In A3, C4, E4, the middle finger plays C and the little finger plays E. Thus C and E remain the same pitches, but their finger assignments change. You may release and relocate the hand between these practice chords. Holding shared keys with their old fingers would impose an extra coordination task that this root-position exercise does not require.
Before connecting all four chords, compare two neighboring pictures and name the coming lowest note. For A minor to F major, that note is F3. Locate F using the group of three black keys, then identify A3 and C4 above it. For F major to G major, the three target letters all move up one white-key position. That visual similarity does not remove the need to check B rather than B-flat in G major. The construction count, not a general white-key hand shape, determines whether the result is the intended triad.
The sequence's octave labels change at C, not at A. A3 to C4 rises only three semitones even though its numeral increases. G3 to B3 rises four semitones without a numeral change. Read the letters and octave numbers together. A changed octave number alone does not measure the size of a chord gap.
Choose what to check during a chord change
A chord change has a destination and a deadline. Finding the right three notes without a clock tests the destination. Beginning on the next bar's beat 1 tests the deadline. Those checks can fail separately. If the next chord is wrong even when you have unlimited preparation, counting more firmly will not locate it. Return to the labeled construction picture. If the correct chord appears after a long search, first reduce the search before trying to connect measured bars.
For a timing experiment, choose only F major and G major from the shared-range pictures. Find both without sound first. Then count four beats on F major and begin G major on the following 1. Keep saying beat 4 even if you release a little before the boundary to move. That release creates a short gap in sound, not an extra beat in the meter. Compare this with stopping the count after 4 and waiting until G is ready. The latter changes the timing even if both chords contain the correct notes.
Listen or inspect one question at a time. A missing middle note asks whether the chord contains all three pitches. A staggered beginning asks whether its pitches began together. An extra pause asks whether the next event arrived in time. A wrong chord asks whether its note collection matches the intended root and quality. These observations lead to different repairs. Repeating the entire four-chord sequence while trying to fix every aspect makes it difficult to identify what changed between attempts.
The final paragraph of the existing practical task proposes a simpler accompaniment, one left-hand root per bar. This removes the simultaneous three-note landing but preserves a planned low pitch for each harmony. It does not claim that one bass note fully specifies major or minor. C alone cannot distinguish C major from C minor because their roots agree. The melody and other musical context supply information that a lone root omits. Keep that limitation in mind when the next lesson replaces these right-hand triads with a melody above a moving bass route.