

OUR LIFE IS MATH eTwinning project team e -book

1. TEAM
MATH IN NATURE
RADİYE AKSOY YUMRUKAYA
NEVİN ELİBOLI
The triangle and Square decided to go on adventure with portal. When is was going to press the keys the square fell on the keys and they found themselves in forest. This is the opportunity to explore mathematics in nature. They was walking in the forest and Triangle said "Look how symetrical those butterflies are."Suddenly a beehive had fallen on Square's head. They noticed hexagons in the beehive. Then a capsule formed under them.
YASEMIN KARAKAYA BİLSEM
RADIYE AKSOY YUMRUKAY
Nevin Elibol-Selimpaşa İlkokulu-İstanbul
2. TEAM
MATH IN STRUCTURES
GÜLSÜM SARIÇAM
ZAHİDE VERGÜI
GÜLSÜM SARIÇAM YAKUPOĞLAN İLKOKULU SİVAS
Zahide VERGÜN /Erol Tarakçıoğlu Primary School/ İZMİR
3. TEAM
MATH IN ART
İNCİ KÖSE
MONİCA LANDEA
İNCİ KÖSE-27 HAZİRAN ORTAOKULU/SİVAS
They went up to the last floor, the partition floor. They encountered a machine. It was a time machine. The triangle and the square are so curious that they immediately started messing with it. Suddenly the machine started and they went to a time of wooden houses. A man was painting. That painting was the Mona Lisa. The man talked about the mathematical mysteries he used when painting. triangle and square was very surprised. It was the first time they had heard of the use of mathematics when drawing pictures. The machine worked again. this time they went to a place with triangular pyramids, these were the Egyptian Pyramids. Triangle asked, "How did they make the huge giant pyramids?" said.
So Triangle and Square were suddenly in the time machine that transported them to Romania. Here they came to Târgu-Jiu, where they saw the masterpieces of Constantin Brâncuşi: "Coloana Infinitului", "Poarta Sărutului" and "Masa Tăcerii". Practically speaking, "primitive" for Brâncuşi is defined by a complex of traditions, legends, customs, and ornaments that come largely from Romanian folklore. His wooden sculptures have different geometric shapes: rhombus, rectangle, circle, sphere, square, which gave him uniqueness in art. Thus, combining the simplicity of Romanian folk art with the refinement of the Parisian avant-garde, they learned about the grace of form and the delicate use of materials.
MONICA LANDEA - Secondary School No.1, Concești-Botoşani / Romania

4.TEAM
MATH IN SONGS
FİLİZ KUYUCUGİL
ESMA AYÇA
Filiz KUYUCUGİL Kılıçaslan İlkokulu İznik/Bursa
Esma AYÇA 2/K Sınıfı
Limontepe Seniye Hasan Saray İlkokulu İzmir -TÜRKİYE





5. TEAM
ШО İN ЛТ
AXOY PUNCHIA RADIOS
NADEZHDA TODOROVA
Triangle and Square started walking in traffic one day. Then they see a Square singnage. This singnage is the pedestrian crossing singnage.They cross the Triangle and Square crosswalk. After crossing, they see another singnage. They wonder and research this singnage. According to what they learned, this singnage is a traffic light sign and tells that there is a traffic light nearby. With this information, they continue on their way
RADİYE AKSOY YUMRUKAYA YASEMİN KARAKAYA BİLSEM
NADEZHDA TODOROVA Primary school "Yordan Yovkov" Bulgaria


6. TEAM
MATH AT HOME
GÜLSEVEN ÖZSARAÇ
AYŞE YILMAZ
KALEŞAH İLKOKULU AMASRA/BARTIN TURKEY



GÜLSEVEN ÖZSARAÇ KALEŞAH İLKOKULU AMASRA/BARTIN TURKEY






They set off in a triangular and Square black car towards Thursday plateau, a beautiful plateau of the Black Sea.It rained the moment they got out of the car on the way. The people who lived in the Bungol house gave me two umbrellas. On the way, the rain stopped, they came to a green place.Then they came to the Thursday plateau.They were overjoyed when they saw this place.Because it dec the first time they've been together with animals. In a two-story wooden house, they gave them 1 liter of grape juice,2 kg of apple and pear honey.Triangle and Square happily moved on their way.
AYŞE YILMAZ
FATSA DUMLUPINAR PRIMARY SCHOOL



AYŞE YILMAZ
FATSA DUMLUPINAR PRIMARY SCHOOL

7. TEAM
MATH IN GAME
ŞENİZ DÜZELTEN
MARIA D'onofrio
Şeniz DÜZELTEN HACIRAHMANLI ATATÜRK M. OTAN İLKOKULU 2/A SINIFI SARUHANLI/ MANİSA

Şeniz DÜZELTEN HACIRAHMANLI ATATÜRK M. OTAN İLKOKULU 2/A SINIFI SARUHANLI/ MANİSA
“ How many games we can do with numbers and shapes” said the Triangle
“Maths is great” said the Square” there a lot of games we can play and also a lot of games to create… for example let’s invente one: let’s look for geometry shape in the sky. The one who will find more is the winner!” “Look at the clouds” shouted the Triangle “ the clouds are a dotted line!” “ and that bird far away seems a triangle like you” and they went on playing all their way home
MARIA D’ONOFRIO AND HER STUDENTS - I.C.S. TRIFONE - ITALY
