Which Share Is Bigger?

Generate one continuous core lesson. The scene descriptions include visual direction, narration and exact on-screen labels. Do not include intro/outro dialogue again. GLOBAL TOMOMOTION PROMPT Premium polished 3D educational animation for Grade 6 Mathematics. Use approved Mili and Arin references exactly; preserve character designs and voices. No other human characters. Bright clean learning space, warm Indian classroom, teal-and-white cards, readable fraction labels, smooth transitions. Generate narration and visuals together where supported; keep music low. One continuous core lesson, no duplicated intro/outro lines. 16:9 landscape. Do not mention source textbook or publisher. SCENE 0:00–0:35 — SHARING CHALLENGE One whole roti divides into two exactly equal halves. Use two empty share cards, not extra people. Narration: Mili: “So each child gets one-half of the roti!” Arin: “Exactly! One whole has been divided into two equal parts, and each person gets one part.” On-screen: “1 whole → 2 equal parts”; “Each share = 1/2”. SCENE 0:35–1:05 — FAIR SHARE Show a roti split unequally. Mili: “What if one share is bigger and the other is smaller? Would that be fair?” Arin: “For a fraction to show an equal share, the whole must be divided into equal parts.” Replace with two equal halves. On-screen: “EQUAL PARTS = EQUAL SHARES”. SCENE 1:05–1:35 — FOUR EQUAL SHARES Fresh same-size roti divided into four equal-area pieces. Ask: “What will each share be?” Pause briefly. Arin: “Each share is one-fourth of the whole.” On-screen: “1 whole → 4 equal parts → 1/4 each”. SCENE 1:35–2:20 — MORE PARTS, SMALLER SHARES Show same-sized whole divided successively into 2, 3, 4, 5 and 6 equal-area parts. Highlight one part each time and compare. Mili: “The more parts we make, the smaller each piece becomes!” Arin: “When the same whole is divided into more equal parts, each part becomes smaller.” On-screen: “1/2 → 1/3 → 1/4 → 1/5 → 1/6”. SCENE 2:20–2:55 — COMPARE 1/2 AND 1/4 Two identical-size whole rotis: one split into 2 equal parts, the other into 4. Compare one highlighted piece from each. Ask: “Which is bigger: one-half or one-fourth?” Pause. Arin: “The one-half piece is bigger.” Mili: “The first whole was divided into only two equal parts, while the second was divided into four.” On-screen: “1/2 > 1/4”. SCENE 2:55–3:35 — NAME THE UNIT FRACTION Highlight one equal part from wholes divided into 2, 3, 4, 5 and 6. Arin: “A fraction that represents one equal part of a whole is called a unit fraction.” Mili: “So one-half, one-third, one-fourth, one-fifth and one-sixth are unit fractions!” On-screen: “UNIT FRACTION = ONE EQUAL PART OF A WHOLE” and examples. SCENE 3:35–4:00 — QUICK THINK + HANDOVER Ask what one part is when a whole is divided into 3 equal parts; pause then reveal 1/3. Repeat with 6 equal parts; reveal 1/6. Ask which is larger, 1/3 or 1/6; reveal 1/3 > 1/6. Mili: “More equal parts mean a smaller share!” Arin: “Next, let’s solve a fraction-size mystery.” MATHEMATICAL ACCURACY Define every whole clearly. All parts called equal must have equal area. Use same-sized wholes when comparing unit fractions. Keep fraction notation and inequalities correct. Do not add fraction operations or concepts beyond this lesson.