Poetic Portions

Leaving one shy yard on the spool below.”

— From Ballads of the Loom

1

2

3

4

5

6

0 yd ← 5 yards cut for bow → 1 left 6 yd

Poet's Imagery Clues:

The silk ribbon is a continuous measurement of length. The 6-yard ribbon is divided into six 1-yard segments.

Station 3 Investigation Questions

1. What fractional part of the total ribbon was trimmed away for the festive bow?
2. Locate both the cut portion and the leftover portion on a fraction number line from 0 to 1 whole ribbon. What fraction remains on the spool?

Record your answers in Station Box 3 on your recording sheet. Poetic Portions • Station 3 of 6

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Gallery Walk Station

Rain on the Windowpane

Model: Area Grid / Equivalence

Verse IV

“Ten glass panes in the farmhouse wall,

Watching the autumn drizzle fall.

Five panes blurred by misty steam,

While five stay clear for the morning beam.”

— From Window Gazing at Dawn

Mist

Mist

Mist

Mist

Mist

Clear

Clear

Clear

Clear

Clear

Window Grid: 10 Total Panes

Poet's Imagery Clues:

The window is divided into ten equal glass panes. Exactly half the panes are clouded by mist and half are sunny!

Station 4 Investigation Questions

1. Express the misty panes as a fraction out of ten. Then find an equivalent fraction with a smaller denominator.
2. If two more panes fogged up during the storm, what would the new fraction of misty panes become?

Record your answers in Station Box 4 on your recording sheet. Poetic Portions • Station 4 of 6

5

Gallery Walk Station

The Baker's Morning Tray

Model: Fraction of a Set / Equal Groups

Verse V

“Twelve sweet pastries warm and round,

The finest batch in the valley town.

Two equal thirds were whisked away,

Before the church bells announced the day.”

— From Cinnamon & Clove Verses

• • • • 1/3 (4)

• • • • 1/3 (4)

• • • • 1/3 (4)

12 Pastries Grouped in 3 Equal Thirds

Poet's Imagery Clues:

The whole is a set of 12 pastries. The poet partitions them into three equal groups (“thirds”).

Station 5 Investigation Questions

1. How many individual pastries are in each third of the tray?
2. How many actual pastries were “whisked away” if two thirds were sold? What fraction remains?

Record your answers in Station Box 5 on your recording sheet. Poetic Portions • Station 5 of 6

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Gallery Walk Station

Constellation Map

Model: Complementary Parts of 1 Whole

Verse VI

“Twelve bright stars in the northern skies,

Sparkle and shine to the watcher's eyes.

Seven blaze white with a fierce, bold light,

While five faint embers attend the night.”

— From Astronomer's Starlit Notebook

★ ★ ★ ★ ★ ★ ★ ✧ ✧ ✧ ✧ ✧

12 Stars (7 Bold ★, 5 Faint ✧)

Poet's Imagery Clues:

The constellation contains 12 stars total. Every star is either fierce and bold or a faint ember. Together they make the complete constellation!

Station 6 Investigation Questions

1. What fraction of the stars blaze with bold white light? What fraction are faint embers?
2. Write an addition sentence showing how the two fractions combine to equal \(\frac{12}{12}\) (or 1 full constellation).

Record your answers in Station Box 6 on your recording sheet. Poetic Portions • Station 6 of 6

Assessment guidelines and debrief takeaways.

Page 2 of 2

4 Station 4: Rain on the Windowpane \(\frac{5}{10} = \frac{1}{2}\)

Solutions: Misty panes = \(\frac{5}{10}\). Simplified / equivalent fraction = \(\frac{1}{2}\).
Extension prompt: If two more fog up, \(5 + 2 = 7\) misty panes, resulting in \(\frac{7}{10}\) misty and \(\frac{3}{10}\) clear.

5 Station 5: The Baker's Morning Tray \(\frac{2}{3}\) of 12 = 8 pastries

Solutions: 12 pastries split into 3 equal thirds means 4 pastries per third (\(\frac{1}{3} \times 12 = 4\)). Two thirds whisked away = \(4 + 4 = 8\text{ pastries}\). Remaining fraction is \(\frac{1}{3}\) (or 4 pastries left on tray).

6 Station 6: Constellation Map \(\frac{7}{12}\) bold • \(\frac{5}{12}\) faint

Solutions: Bold stars = \(\frac{7}{12}\); faint embers = \(\frac{5}{12}\).
Sum to whole equation: \(\frac{7}{12} + \frac{5}{12} = \frac{12}{12} = 1\) entire constellation.

Rhyme & Reason Exit Ticket Solutions

Challenge A: Sea Turtles

• Dove deep: \(\frac{2}{5}\)

• Denominator (5): The total pod of 5 sea turtles in the bay.

• Surface ripples: \(\frac{3}{5}\) of the turtles.

• Model: Set of 5 turtles (2 circled/shaded diving).

Challenge B: Chocolate Bar

• Eaten: \(\frac{3}{8}\) of the bar

• Numerator (3): The 3 sweet squares melted/eaten.

• Equation: \(\frac{3}{8} + \frac{5}{8} = \frac{8}{8} = 1\) chocolate bar.

• Model: 8-grid bar with 3 squares shaded.

Scoring Guidelines (4-Point Scale):

4 • AdvancedIdentifies all fractions, labels context precisely, accurate models.

3 • ProficientIdentifies both fractions and creates correct visual models.

2 • DevelopingIdentifies fractions with minor labeling or modeling confusion.

1 • NoviceConfuses part-to-part ratio (e.g., 2/3 instead of 2/5). Needs re-teach.

Core Synthesis Takeaways for Class Debrief:

Remind students that poets use fractions to create rhythm, tension, and vivid imagery of loss, remainder, and harmony. Emphasize that whether counting objects (apples, stars, turtles) or measuring continuous lengths and areas (ribbons, clockfaces, windowpanes), the denominator always tells us the whole story!

Poetic Portions • Master Answer Key Page 2 of 2