阅读理解（专项训练）自我突破主题-2025-2026学年人教PEP版（2012）英语六年级下册

阅读理解（专项训练）自我突破主题 Reading 1 ★☆☆☆☆ 主题：Believe in Yourself 相信自我 My name is Mike. I am a Grade Six student. I used to be shy and afraid of English. My English was not good. I was sad and wanted to give up. But my teacher told me, “Never give up and believe in yourself. You can do better.” From then on, I got up early to read English every morning. I listened carefully in class and did my homework on time. I practiced English every day. Little by little, my English became much better. I know self-belief is the first step to break through myself. Choose the correct answer.（选择正确答案序号） ( ) 1. What grade is Mike in? A. Grade Five B. Grade Six C. Grade Three ( ) 2. What was Mike afraid of before? A. English B. Maths C. PE ( ) 3. What did Mike’s teacher tell him? A. Never give up B. Play more games C. Sleep more ( ) 4. What did Mike do every morning? A. Read English B. Play football C. Watch TV ( ) 5. What is the first step to break through ourselves? A. Self-belief B. Good food C. Long holiday Reading 2 ★★☆☆☆ 主题：Keep Trying Never Give Up 坚持努力不放弃 Everyone has difficulties in study and life. No one is perfect. Sometimes we may fail a test or not do things well. Some students feel upset and want to stop trying. But good students know failure is not terrible. We should keep trying and learn from our mistakes. If we practice again and again, we can make progress day by day. We do not need to be better than others, but we need to be better than ourselves. Self-breakthrough means beating the old self and growing little by little. Choose the correct answer. ( ) 1. Who has difficulties in study and life? A. Everyone B. No one C. Only teachers ( ) 2. What is not terrible according to the passage? A. Failure B. Study C. Practice ( ) 3. What should we do when we meet difficulties? A. Keep trying B. Give up C. Cry all day ( ) 4. Who should we be better than? A. Ourselves B. All friends C. All classmates ( ) 5. What does self-breakthrough mean? A. Beating the old self B. Playing all the time C. Never studying Reading 3 ★★★☆☆ 主题：Good Habits Change Me 好习惯自我提升 Hello, I am Amy. I was a lazy girl before. I got up late and never finished my homework on time. My study was not good and I felt worried. Later, I decided to change myself and have good habits. I get up early every day, make my plan and finish my work first. I read books and exercise regularly. Good habits help me become hard-working and confident. I find I can change myself and get better every day. Breaking through yourself starts with small good habits. Choose the correct answer. ( ) 1. What was Amy like before? A. Lazy B. Hard-working C. Confident ( ) 2. What did Amy decide to do? A. Change herself B. Keep lazy C. Play more ( ) 3. What does Amy do every day now? A. Get up early B. Get up late C. Do no homework ( ) 4. What helps Amy become confident? A. Good habits B. Bad habits C. Long sleep ( ) 5. What does self-breakthrough start with? A. Small good habits B. Big gifts C. Much play Reading 4 ★★★★☆ 主题：Face Challenges Grow Stronger 直面挑战自我成长 Growing up is not always easy. We will meet many challenges and difficulties. Some students are afraid of challenges and choose to hide. But challenges can make us stronger and better if we face them bravely. As Grade Six students, we must learn to face problems, correct our weaknesses and keep moving forward. Every small progress is a kind of self-breakthrough. If we keep working hard, we will beat ourselves and have a bright future. Choose the correct answer. ( ) 1. Is growing up always easy? A. No, it isn’t B. Yes, it is C. We don’t know ( ) 2. What will we meet when we grow up? A. Challenges B. Only fun C. No problems ( ) 3. What can make us stronger? A. Challenges B. Playing C. Sleeping ( ) 4. What is every small progress? A. Self-breakthrough B. Bad luck C. Hard work ( ) 5. What will we have if we work hard? A. A bright future B. No friends C. Bad grades 学科网（北京）股份有限公司 参考答案（选择题专用） Reading 1 答案 1.B 2.A 3.A 4.A 5.A Reading 2 答案 1.A 2.A 3.A 4.A 5.A Reading 3 答案 1.A 2.A 3.A 4.A 5.A Reading 4 答案 1.A 2.A 3.A 4.A 5.A $