Unit 1 You and me Section B (1a-1d) 课件2025-2026学年人教版（2024）英语七年级上册

Section B (1a-1d) Unit 1 You and Me! Learning objectives 通过本课时学习，我们能够： 1. 完成关于2人信息异同并分享自己对于交友的观点和态度； 2. 树立和而不同的交友观。 1. 学会读图，通过图片预测文本中两个学生的信息； 2. 掌握扫读、略读等阅读技巧，定位和获取关键信息。 1. 在阅读语篇中感知学习一些与描述自己或他人年龄、国籍、家庭成员、宠物、最喜欢的食物、兴趣爱好等方面的词组和句式。 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 What is the video about? What do you know about your friend? name age country/home city class/grade/school class teacher What else do you know about your friend? likes Free Talk Merlion /'məlain/ Big Ben What are A and B? Look at two students' photo boards 1a Who are the students? Pauline: Peter: . /ˈpɔ:lin/ Photo board 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 Label the photos with the words in the box. /ˈleɪb(ə)l/ parrot Beijing roast duck the UK Singapore guitar tennis Merlion /'məlain/ Big Ben 1a the Great Wall /ˈpærət/ /ɡɪˈtɑː(r)/ /ˈtenɪs/ /ˌsɪŋəˈpɔː(r)/ /rəʊst/ 6 What can we know about the two students? We learn about their countries and likes from the photo boards. Read the two students’ posts. What are these? What are the two posts about? /pəʊst/ /ʊ/ 论坛 The posts are from the Internet. Where are the two posts from? 1b 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 3 hours ago Hi, l'm Pauline Lee and I'm 14 years old. l live in Singapore with my big family. I have a pet bird. It's a parrot. Her name is Coco. She even speaks some Chinese! My favourite sport is tennis. l often play it with my friends after school. Do you want to be my friend? Pauline Lee Hey there! My name is Peter Brown, and I'm 13 years old. I'm from London, in the UK. Now, I live in Beijing with my parents. My favourite food is Beijing roast duck. It's great! I like music, and I play the guitar in the school band. Would you like to be my friend? 2 hours ago Peter Brown Making new friend All They want to make friends. more direct more polite My page What do you need to say when you want to make new friends? 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 Match the students with their photo boards. 3 hours ago Hi, l'm Pauline Lee and I'm 14 years old. l live in Singapore with my big family. I have a pet bird. It's a parrot. Her nameis Coco. She even speaks some Chinese! My favourite sport is tennis. l often play it with my friends after school. Do you want to be my friend? Pauline Lee Hey there! My name is Peter Brown, and I'm 13 years old. I'm from London, in the UK. Now, I live in Beijing with my parents. My favourite food is Beijing roast duck. It's great! I like music, and I play the guitar in the school band. Would you like to be my friend? 2 hours ago Peter Brown Making new friend All Peter’s post Pauline’s post 1b My page She likes parrots. She lives in Singapore. She loves to play tennis. He likes to play the guitar. He likes music. He lives in the UK. He likes Beijing roast duck. She loves sports. Their countries and likes. Peter’s post Pauline’s post 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 Information Pauline Peter Age Country Family Pet Favorite food Hobby What is a hobby (爱好) ? A hobby is an activity (活动) that you ___________. /ˈhɒbi/ like doing 1c likes Complete the table with the information from the posts. /ˌɪnfəˈmeɪʃ(ə)n/ 信息，消息（不可数名词） 14 years old 13 years old Singapore London, UK Live with her big family Live with his parents A parrot/Coco / / Beijing roast duck Play tennis Play the guitar the UK /ˈlʌndən/ 1b 3 hours ago Hi, l'm Pauline Lee and I'm 14 years old. l live in Singapore with my big family. I have a pet bird. It's a parrot. Her name is Coco. She even speaks some Chinese! My favourite sport is tennis. l often play it with my friends after school. Do you want to be my friend? Pauline Lee Hey there! My name is Peter Brown, and I'm 13 years old. I'm from London, in the UK. Now, I live in Beijing with my parents. My favourite food is Beijing roast duck. It's great! I like music, and I play the guitar in the school band. Would you like to be my friend? 2 hours ago Peter Brown Making new friend All My page What can Coco do？ to show feelings /'iːv(ə)n/ I like tennis best. “嗨，你好啊！” 口语化的打招呼方式 Peter likes China and some Chinese food. would like to do 愿意、喜欢做… Maybe Pauline likes Chinese or her family speak Chinese a lot. Do they want to make Chinese friends? Yes, they do. 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 Hi, I’m Pauline Lee and I’m 14 years old. I live in Singapore with my big family. I have a pet bird. It’s a parrot. Her name is Coco. She even speaks some Chinese! My favorite sport is tennis. I often play it with my friends after school. Do you want to be my friend? Hey there! My name is Peter Brown, and I’m 13 years old. I’m from London, in the UK. Now, I live in Beijing with my parents. My favourite food is Beijing roast duck. It’s great! I like music, and I play the guitar in the school band. Would you like to be my friend? name age country family pet favourite food hobby How do Pauline and Peter introduce themselves? 14 How do they talk about themselves? I’m…/ My name is … I’m…years old. I live in…/I’m from … Now, I live in… with my… I have a… . It’s a … . Her name is… . She even … . My favourite food is … . It’s great. My favourite sport is … . I often play it with … after school./I like…, and I play … in the school band. name age country family pet favourite food hobby 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 Introduce Pauline and Peter to your partner! His/Her name is _______ . He/She is _______ years old. He/She is from _______. He/She lives in _______ with _______. He/She has _______ . His/Her faovirte ___ is _______ . He/She likes _______best. Age Country Family Pet Favorite food Hobby Age Country Family Pet Favourite food Hobby Compare either Peter or Pauline with yourself. Me Peter/Pauline Lee similarity similarity n.相似之处 differences differences n.不同之处 1d /kəmˈpeə(r)/ 解决平行线判定相关问题时，非线性化是必不可少的步骤。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。在乘法原理的探究活动中，学生需要自主特殊化。圆的切线垂直于过切点的半径，这一性质常被用于几何证明题中。数学思维在几何证明中体现为能够灵活地行列式化。圆锥的侧面展开图是一个扇形，其弧长等于圆锥底面的周长。代入消元法与代入消元法之间存在密切联系，都需要计算的技能。分式方程(x+1)/(x-2)=3在解完后必须检验分母不为零。 Who do you want to make freinds with? Why? Must do: 1.Write down your introduction about the two students. Homework 2. 朗读1b的短文。朗读时注意语音/语调/情感。 Lavf58.20.100 Packed by Bilibili XCoder v2.0.2 null 68883.805 $$