If your real goal is 95 points, I think you should know what the foundation is now.
First of all, you should take out the high school books, read the exercises one by one, and then read the examples and exercises later. If you don't know how to ask questions, you should know every step, because mathematics is graded step by step, which is very helpful when you do big questions on the test paper.
Secondly, prepare a round of review materials suitable for your own level. Do it one by one, don't touch the odd questions. A solid foundation is king. When you understand the topic and digest the previous books, you can get 70 basic points.
Then, it is your biggest headache. Please be sure to master all the formulas. If you can't remember the basic formula when practicing, or only know the formula, it can only prove that you don't want to learn math well. Because this is the blood of mathematics.
Big topics are simple, such as trigonometric function, probability and solid geometry. These are all topics that you must score, and you will get nearly 30 points for three topics. Then the measure is that you do the problem and do the sub-problem. Different problems have different solutions, all of which are discovered by yourself.
The analytic geometry of the first question of function and derivative is basically very simple, so you can practice the first question specially, and some solving steps of the second question are formulaic, which can be accumulated while practicing, so you can get nearly 10.
Mathematics lies in your own investment. Stick to it and you will get something. Come on!