[Level 4] 287:  🤖  貓、老鼠同平面圖形 – Cat, Rat and the 2D Shape – 2/6

• Overview
• ↩ [Lvl 4] 287:  🤖  貓、老鼠同平面圖形 – Cat, Rat and the 2D Shape – 1/6
• ↪ [Lvl 4] 287:  🤖  貓、老鼠同平面圖形 – Cat, Rat and the 2D Shape – 3/6

00287.apkg ^{[what's this?]}

Default settings

character size:
romanization:	Yale		jyutping
show romanization:	revealed		hidden
show glosses:	revealed		hidden
drawing speed:	slow		fast
reading speed:	100%

Entire story:

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application question 2 you know triangle have what special (particle)

speed:   100%

🤖 Application question (2): Do you know what is special about the triangle?

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application question 3 picture inside have how many (measure) tree these tree is what shape

speed:   100%

🤖 Application question (3): How many trees are in the picture? What are the shapes of these trees?

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do -en so much exercise mouse hungry (particle)

speed:   100%

🤖 After doing so much exercise, the mice are hungry.

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compared to cheese actually it even more like to eat bread

speed:   100%

🤖 He actually prefers bread to cheese!

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it just now find a piece of sliced bread is rectangle (particle)

speed:   100%

🤖 He just found a square bag, which is rectangular.

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at quadrilateral among have four (measure) right angle opposite side length equal then be called rectangle

speed:   100%

🤖 In a quadrilateral, there are four right angles, and the opposite sides are equal in length, which is called a rectangle.

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application question 4 picture inside still have which ones object is rectangle

speed:   100%

🤖 Application question (4): What other objects in the picture are rectangular?

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• ↪ [Lvl 4] 287:  🤖  貓、老鼠同平面圖形 – Cat, Rat and the 2D Shape – 3/6
• ↩ [Lvl 4] 287:  🤖  貓、老鼠同平面圖形 – Cat, Rat and the 2D Shape – 1/6
• Overview

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• translated by HamBaangLaang (© HamBaangLaang, 2022)
• based on “Cube Cat, Cone Cat” (English)
• written by Praba Ram, Sheela Preuitt
• illustrated by Rajiv Eipe
• published by Pratham Books (© Pratham Books, 2016)
• Series: Hambaanglaang Graded Readers 冚唪唥粵文讀本 (Level 4)
• Source: Hambaanglaang:《貓、老鼠同平面圖形》Cat, Rat and the 2D Shape
• Presentation: Dennis Amelunxen, chinvocab.com