The repetition of the same initial letter, sound, or group of sounds. Often found with consonants.
Alliteration
is the use of words and their physical formation to convey meaning.
Concrete Poetry
A ballad is a _______________, which is a poem that tells a story.
narrative poem
•Most poems are written in _________.
•A group of ____________ in a poem is called a ___________.
Lines, stanza
Analyze the Rhyme Scheme:
Roads go ever ever on,
Over rock and under tree,
By caves where never sun has shone,
By streams that never find the sea…
ABCB
A figure of speech in which human characteristics are given to non-human objects.
Personification
Concrete poetry tends to organize words and phrases into this.
Pictures or images
A typical ballad is a _______________, with one or more characters hurriedly unfurling events leading to a ____________ _____________.
plot-driven song, dramatic conclusion
The structure of an acrostic poem uses the __________ in a topic word to begin each _______________. All ___________ should relate to or describe the topic word.
letters, line(s)
Analyze the Rhyme Scheme:
’Twas brillig, and the slithy toves
Did gyre and gimble in the wabe:
All mimsy were the borogoves,
And the mome raths outgrabe.
ABAB
When something is described using contradictory terms.
Oxymoron
True or False: Concrete poetry must be organized in sentences in order to make sense.
False, putting concrete poems in sentences restricts the creativity of the poet.
Ballads tell _____, ______, or ________ stories. There is a focus on one dramatic event.
tragic, comic, or heroic
Rhyme, Repetition, Alliteration, and Onomatopoeia are all examples of this type of poetic element.
Sound
Analyze the Rhyme Scheme:
Touching the flame,
Don't even care about the burn,
As the wheel still turns,
My life can't be tamed.
ABBA
When a specific word, phrase, or structure is repeated several times, usually in close proximity, to emphasize a particular idea.
Repetition
How does the poet show what the poem is about?
Why is the poem in this particular shape? Are there other shapes that would have worked?
What do you notice about the way that words are placed on the page? Take a look at line breaks, stanza breaks, hyphenated words, and so forth.
Ballads are written in _____________ (stanzas with four lines).
quatrains (quatrain stanzas)
_______ is the flow of the beat in a poem.
Rhythm
Analyze the Rhyme Scheme:
Snow makes whiteness where it falls.
The bushes look like popcorn balls.
And places where I always play,
Look like somewhere else today.
AABB
This type of figurative language is carried over many sentences or lines.
Extended metaphor/simile.
Analyze the following concrete poem:
<img data-fr-image-pasted="true" src="data:image/png;base64,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
The poem is about someone going on a run while listening to their favorite song, etc...
A ballad does not tell the reader what’s happening, but rather shows the reader what’s happening, describing each crucial moment in the trail of events using ______________ and other figurative language.
Imagery
Name all four elements of poetry.
•Rhythm
•Sound
•Imagery
•Form
Analyze the Rhyme Scheme:
Time to turn the maple brilliant crimson
Time to turn the aspen's sparkling gold
Time to tumble apples from their branches
Time to turn the breeze's crisp and cold
ABCB