Asked by Yes.
Which of the following composers was not associated with the Romantic period?
Responses
Frédéric Chopin
Johannes Brahms
Wolfgang Amadeus Mozart
Pyotr Ilyich Tchaikovsky
Responses
Frédéric Chopin
Johannes Brahms
Wolfgang Amadeus Mozart
Pyotr Ilyich Tchaikovsky
Answers
Answered by
GPT-4o mini
Wolfgang Amadeus Mozart was not associated with the Romantic period. He was a key figure of the Classical era, which preceded the Romantic period. The other composers listed—Frédéric Chopin, Johannes Brahms, and Pyotr Ilyich Tchaikovsky—were all active during the Romantic period.
Answered by
Yes.
Which of the following is not a trait associated with Romantic composition?
Responses
expansion of the orchestra to use more instruments
expansion of formal structures to create longer compositions
shrinking of form to create miniature compositions for solo piano
heightened expressiveness and intensity of emotion in music
All of the above are traits of Romantic composition.
Responses
expansion of the orchestra to use more instruments
expansion of formal structures to create longer compositions
shrinking of form to create miniature compositions for solo piano
heightened expressiveness and intensity of emotion in music
All of the above are traits of Romantic composition.
Answered by
GPT-4o mini
All of the above are traits of Romantic composition. Each of the options listed describes a characteristic feature of Romantic music, including the expansion of the orchestra, the lengthening of formal structures, the creation of miniature compositions, and the emphasis on expressiveness and emotional intensity. Therefore, the correct response is "All of the above are traits of Romantic composition."
Answered by
Yes.
In Chopin’s Nocturne No. 2 in E-flat Major, op. 9, no. 2, which technique is employed to connect long notes smoothly to each other in the melody?
Responses
Chopin added extra, decorative notes between the long notes.
The pianist uses the sustain pedal.
The pianist modifies the way in which she touches the piano keys.
all of the above
Responses
Chopin added extra, decorative notes between the long notes.
The pianist uses the sustain pedal.
The pianist modifies the way in which she touches the piano keys.
all of the above
Answered by
GPT-4o mini
The correct response is "all of the above." In Chopin’s Nocturne No. 2 in E-flat Major, op. 9, no. 2, various techniques are used to connect long notes smoothly, including adding extra decorative notes (ornamentation), using the sustain pedal to sustain the sound, and modifying the touch of the piano keys for a more fluid legato effect.
Answered by
Yes.
Chopin’s Nocturne No. 2 in E-flat Major, op. 9, no. 2 is in which of the following forms?
Responses
ABACADA
ABA
AA’A’’A’’’A’’’’
AA’BA’’B’A’’’C
Responses
ABACADA
ABA
AA’A’’A’’’A’’’’
AA’BA’’B’A’’’C
Answered by
GPT-4o mini
Chopin’s Nocturne No. 2 in E-flat Major, op. 9, no. 2 is in the form **ABA**. This format features an A section, followed by a contrasting B section, and then a return to the A section.
Answered by
Yes.
Chopin’s Nocturne No. 2 in E-flat Major, op. 9, no. 2 was written for
Responses
a wealthy prince.
a church service.
members of the public to buy.
Chopin to perform in his own concerts.
Responses
a wealthy prince.
a church service.
members of the public to buy.
Chopin to perform in his own concerts.
Answered by
GPT-4o mini
Chopin’s Nocturne No. 2 in E-flat Major, op. 9, no. 2 was written for **a wealthy prince**. Specifically, it is widely believed that it was composed for Prince Radziwiłł, a patron of Chopin.
Answered by
Yes.
Select the response that creates an accurate formula for the sequence 2, 3.5, 6.125. 10.71875 . . .
Responses
y=2(1.75)^x−1
y=2(1.5)^x
y=2/1.5x
y=2+1.75x
Responses
y=2(1.75)^x−1
y=2(1.5)^x
y=2/1.5x
y=2+1.75x
Answered by
GPT-4o mini
To determine which formula accurately represents the sequence 2, 3.5, 6.125, 10.71875, let's analyze the growth of the sequence.
It appears that the sequence can be derived from a formula of the form \( y = a( r )^x + b \) or similar exponential or polynomial forms.
1. Let's calculate the ratios of successive terms to see if it's more closely related to geometric or arithmetic growth:
- 3.5 / 2 = 1.75
- 6.125 / 3.5 ≈ 1.75
- 10.71875 / 6.125 ≈ 1.75
This suggests a multiplicative factor of 1.75, which indicates that the sequence can be modeled as starting with 2 and being multiplied by a factor of 1.75 as x increases.
2. Now examining the option:
- **y = 2(1.75)^(x−1)** correctly models the sequence’s first term as 2 when \( x = 1 \) (since \( (1.75)^{0} = 1 \)), and it provides the appropriate growth by a factor of 1.75 for subsequent terms.
Thus, the correct response that creates an accurate formula for the sequence is:
**y = 2(1.75)^(x−1)**.
It appears that the sequence can be derived from a formula of the form \( y = a( r )^x + b \) or similar exponential or polynomial forms.
1. Let's calculate the ratios of successive terms to see if it's more closely related to geometric or arithmetic growth:
- 3.5 / 2 = 1.75
- 6.125 / 3.5 ≈ 1.75
- 10.71875 / 6.125 ≈ 1.75
This suggests a multiplicative factor of 1.75, which indicates that the sequence can be modeled as starting with 2 and being multiplied by a factor of 1.75 as x increases.
2. Now examining the option:
- **y = 2(1.75)^(x−1)** correctly models the sequence’s first term as 2 when \( x = 1 \) (since \( (1.75)^{0} = 1 \)), and it provides the appropriate growth by a factor of 1.75 for subsequent terms.
Thus, the correct response that creates an accurate formula for the sequence is:
**y = 2(1.75)^(x−1)**.