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Public AI explainer video

Mili Discovers Fractions Greater Than One

Can a fraction be bigger than one? Two of four equal chocolate pieces are less than one; all four make one whole. Two halves make one whole. Add one:...

Prompt

Source idea used to generate this video.

Create a polished 3D Grade 6 mathematics animation titled “Mili Discovers Fractions Greater Than One”. Use Mili only only, matching the approved ALS character reference(s), voice(s), clothing and proportions. Use a bright, clean learning space, large readable fraction notation, clear visual demonstrations, smooth transitions and short thinking pauses. Keep the explanation age-appropriate and follow the scene sequence below exactly. Format 16:9 landscape. Do not introduce unrelated or later fraction concepts. Do not mention any prohibited source/book name. Keep background music subtle under speech. SCENE 0:00–0:25 — The fraction mystery Show one whole bar as a reference. Mili asks whether a fraction can be greater than 1. Display “Can a fraction be greater than 1?” Narration/dialogue: “A fraction can show part of one whole—but let’s test what happens when we have more pieces.” SCENE 0:25–0:50 — Less than or equal to one Divide one bar into 4 equal pieces; shade 1/4, then 3/4. Show 1/4 < 1 and 3/4 < 1. Assemble all four pieces and show 4/4 = 1. Then show 5/5 = 1. Dialogue: “Some pieces make less than one whole. All equal pieces together make one whole.” SCENE 0:50–1:25 — Beyond one whole Show three equal half-pieces. Join two to make one whole and leave one half. Display 1/2 + 1/2 = 1 and 3/2 = 1 + 1/2. Dialogue: “Two halves make one whole. Add one more half, and we have one whole and one-half—so three-halves is greater than one.” SCENE 1:25–1:55 — Build more wholes Show five half-pieces and group them 2 + 2 + 1. Display 5/2 = 2 + 1/2. Then show seven half-pieces grouped 2 + 2 + 2 + 1; display 7/2 = 3 + 1/2. Dialogue: “Every two halves make a whole. Count the complete groups, then notice what remains.” SCENE 1:55–2:20 — Compare the three types Display 2/5, 5/5 and 7/5 with equal-piece bars. Show 2/5 < 1, 5/5 = 1, 7/5 > 1. Then reveal the pattern: numerator < denominator → fraction < 1; equal → fraction = 1; numerator > denominator → fraction > 1. SCENE 2:20–2:40 — Quick think and challenge Show 3/8, 6/6 and 9/4 one at a time. Pause, then reveal: 3/8 < 1; 6/6 = 1; 9/4 > 1. Final challenge: show 8/3 = 3/3 + 3/3 + 2/3 = 1 + 1 + 2/3. Reveal: 2 whole units and 2/3.

Narration

Narration used to create this video.

Video narration

Can a fraction be bigger than one? Two of four equal chocolate pieces are less than one; all four make one whole. Two halves make one whole. Add one: three halves make one whole and a half-greater than one. With equal pieces, the numerator means pieces you have; the denominator means pieces in one bar. Fewer: less than one; equal: one; more: greater. Eight thirds make two whole bars, with two thirds left. Yes-more pieces than fill a bar means a fraction is greater than one.