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Diminished fourth - enharmonic to major third.
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What interval is b to e sharp?
The interval from B natural to E# is an augmented fourth
What interval is E to B?
It is a perfect 5th
What interval is B natural to E flat?
It is a diminished 4th.
What interval is e-flat to b?
E flat consists of 3 flats, B flat, E flat and A flat. E flat to B flat would be a perfect 5th interval as B flat is in E flat major, but because your question was E flat to B, B is a semitone up from B flat, this would mean the interval becomes a semitone larger, and a semitone larger from a perfect interval is augmented. Therefore, the answer to your question is an augmented 5th. Hope this helps :)
What interval is e flat to b?
E-flat up to B-natural is an augmented 5th.
What is the interval from an E flat to B natural?
augmented 5th, as e flat to b flat is a perfect 5th and b is a semitone above b flat, making the interval augmented
What interval is e sharp to a?
Diminished fourth - enharmonic to major third.
What is the difference between major and minor triads in music?
Major triads are made up of three notes; a major third interval followed by a minor third interval. An example of the C major triad is C E G. A minor triad has a minor third interval followed by a major third interval, such as C E Flat G.
What interval is a to e flat?
It is a minor 5th or more commonly called a tri-tone.
What is C sharp to E sharp?
The E sharp is the F note. The interval between C sharp and F (e sharp) in two whole steps.
What is the area bounded by the graph of the function fx equals 1 - e to the power of -x over the interval -1 2?
What is the area bounded by the graph of the function f(x)=1-e^-x over the interval [-1, 2]?
What has the author Ramon E Moore written?
Ramon E. Moore has written: 'Computational functional analysis' -- subject(s): Functional analysis 'Mathematical elements of scientific computing' -- subject(s): Numerical analysis, Data processing 'Reliability in Computing' 'Interval analysis' -- subject(s): Internal analysis (Mathematics), Computer programming 'Methods and applications of interval analysis' -- subject(s): Interval analysis (Mathematics) 'Introduction to interval analysis' -- subject(s): Interval analysis (Mathematics)
