Geometry is a tough subject for many students. Several concepts are totally new, so learning is particularly complex for this reason as well. By combining good study habits and proper learning strategies, you can get good grades.
Steps
Step 1. Ask questions
The professor is there to help you learn, not just to give you grades. If you don't understand something, ask.
Step 2. Do your homework
You are not marked to torture you. They help you learn, so carry them out regularly.
Step 3. Study with your classmates
Two heads are preferable to one, and three are even better. If you don't understand something, a friend of yours can help you out.
Step 4. Use the study tools you have available
Does your book have an integrated website? Visit it. Having trouble remembering the formulas? Prepare some flashcards.
Step 5. Use mnemonic strategems
For example, the phrase "Andrea Rossi Drinks Water" reminds you that the Area of a Rectangle is calculated by multiplying Base by Height. You can also create acronyms, such as SOISAITSC. The seno of A is equal to the ratio of the cathetus orplaced at A and the thepotenusa (SOI); the csine of A is equal to the ratio of the cathetus todiacente to A and the thepotenusa (CAI); there tangente is equal to the ratio of seno e coseno of A (TSC). Use them for everything you need to memorize.
Step 6. Remember the important terms
For example, two angles are complementary if their sum is 90 °, while the sum of the additional angles is 180 °. Don't forget that the opposite angles at the vertex are always the same, and the same goes for alternate internal and alternate external angles. Right angles measure 90 °, flat angles 180 °.
Step 7. Test your knowledge
In a geometry course, it is not enough to remember formulas, axioms and theorems, you must be able to prove them, from the simplest principles to the most complex ones. They may ask you to explain why the alternate internal angles are the same. Always ask yourself a very specific question: "How do I know if this is true?", And then prove the truth step by step. In this way, even if you forget an important concept, you can still give a correct answer to the question, because you can derive it with reasoning. This is how professional mathematicians work.
Step 8. Draw diagrams
In geometry, I can't miss graphs, so make use of them. If asked about corners, draw them. For example, the relationships between vertex angles are much more understandable if you see them in a book or draw them yourself if you don't have access to another source.
Step 9. Practice troubleshooting
Geometry is not just a theoretical branch of mathematics, it requires concrete skills. It is not enough to just study the rules to take 10: you will have to practice to learn how to solve problems. This requires you to do your homework and dwell on more problems than you are marked to assimilate the more difficult concepts.
Step 10. If you have time, solve more problems from the book to better understand the subject and learn to answer all kinds of questions that might arise during a question or class test
Advice
- Study constantly.
- Always review what you have learned in the past, so as not to forget the postulates and theorems.
- Check out other websites and watch videos to better understand the more complicated concepts.
- Write down the formulas on the flashcards to help you remember them.
- Pay attention to the teacher's explanations. You can talk to your classmates during recess or after school.
- Read the chapters that will be covered in class one day in advance and memorize the formulas, theorems and postulates.
- Talk to a tutor.
- Remember that the most foolproof method there is is only one: do your homework to get 10.
- Have the phone numbers and emails of various schoolmates available, so you can get in touch with them right away if you have any concerns while studying at home.
- Take a summer course to learn the concepts before they are explained in class, so you don't have to try too hard over the course of the school year.
- Meditate: it is useful.
Warnings
- Don't study all day before a question or assignment.
- Don't put it off.
