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Finding Zero: A playful math story about friendship - Anita Narayan
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Finding Zero: A playful math story about friendship - Anita Narayan

Brand: Anita Narayan · Categorie: Juvenile Fiction · Actualizat: 02.06.2026 03:05

103,72 lei115,24 lei

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Pe scurt: \nFinding Zero - Can friendships change your life? In this playful math story, a routine game of hide and seek takes an unexpected turn for Zero. His unusual ability makes him feel out of place, but with the help of his…

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\nFinding Zero - Can friendships change your life? In this playful math story, a routine game of hide and seek takes an unexpected turn for Zero. His unusual ability makes him feel out of place, but with the help of his friends, Zero learns to see himself in a new light.\n \nZero, a world traveler, visits Numberland Elementary, where he loves playing hide and seek with his friends One and Two. But when their game takes an unexpected twist, One and Two discover something new, leaving Zero feeling like he doesn't fit in. Can his friends help him find his true place?\n \n\n \nAfter searching for a long time, One shouted, \n \nCome out if you can hear me, Zero!\n \nZero was stuck and tired; he did not answer.\n \nOh no!\n \nOne and Two imagined Zero was lost somewhere in the woods and couldn't find his way back...\n \nOne couldn't control his tears.\n \nTwo wanted to help, so she gave One a hug to cheer him up.\n \nSuddenly, and to their great surprise, another number appeared!\n \nHer name was THREE!\n \nHow could this be? What happened to Zero? Do the numbers find him? Read Finding Zero to learn more.\n \n\n \nFinding Zero offers a fresh take on basic math concepts, making it a fantastic STEAM book for early readers. The unique illustrations, inspired by origami and paper art, spark curiosity and nurture a lifelong love for creative learning. With a style reminiscent of Eric Carle and Ezra Keats and the simple writing of Leo Lionni, this story emphasizes the value of friendship and is perfect for children ages 3-9 (PreK-3rd grade).\n \nKids ages: 3, 4, 5, 6, 7, 8 and 9\n \n\n

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