# What books on algebra and geometry covers the following topics?

Hello! Going to go to school and can't find suitable books for the preparation for the entrance exam. Are there any resources (books, websites (but not video tutorials preferred)) that is sufficient in depth is described, it is also important to another workbook - reshebnik exercises with answers (and preferably comments). Oh, Yes - come in 9th grade. Ie everything described below refers to the 8th grade.
Algebra:
Rational fractions and their properties. Square roots, properties, actions with square roots. Quadratic equations, rational equations, the theorem of vieta. Numeric inequality, their properties, solution of linear inequalities, the proof of inequalities systems of inequalities. Equations and inequalities containing the module. Degree with integer exponent and its properties. The system of equations. The image of a set of points in the plane given by the equation or inequalities (their system).
Geometry:
Polygon. The area of a triangle. The theorem on the intersection of the median at one point. Parallelogram, trapezoid, rhombus, rectangle, square. Their properties, characteristics, area. The Theorem Of Thales. The like. The Pythagorean Theorem. Circumference. Arc and its degree measure. Inscribed angles. The theorem on the inscribed angle. Tangent. Inscribed circle and a circumscribed circle about triangle formulas for calculating their radii, inscribed polygon, the polygon described by their properties.
June 10th 19 at 14:19
June 10th 19 at 14:21
Solution
Well, school books up to class 8, inclusive and fit. Isn't that right?

UPD. perhaps this website will be useful. Find exactly what you want almost impossible. In school, in addition to the textbook, the normal teacher is still my experience says that he had accumulated during the teaching practice. But online, all you need to from a variety of sources to collect. And don't be afraid of video lessons unless you have traffic weight in gold :)
No. They are calculated on reboot with the teacher. And I need independently. For example - in the school uchenikah (in most cases) you will never write something like : "When solving such problems we can factor out an x from the root, thereby facilitating further decision." And that would be so Makar, every type of task was due. If you know such books, I would appreciate the title and author of the book. - maxie.Mo commented on June 10th 19 at 14:24
Take objectives, decide if the solution looks monstrous or don't like - look for other ways, and so on to enlightenment. The only way to learn how to determine when to apply a particular technique - experience. - Gregg_Kovac commented on June 10th 19 at 14:27
all tutorials are designed so that you read them and understand
everything else is achieved through hard work

if you were an honor student from the first class you should not be a problem with the program the school course, in other cases, the hiring of Tutors - Pedro65 commented on June 10th 19 at 14:30
"what is mathematics" Kurant - catherine commented on June 10th 19 at 14:33
For most textbooks have reshebnik - book that contain the solutions. - mylene41 commented on June 10th 19 at 14:36
June 10th 19 at 14:23
Solution
I myself am an 8 and all these topics are in the textbooks of my school:
Algebra 8th grade S. M. Nikol'skii, M. K. Potapov, N. In.Reshetnikov, A. V. Savkin
Geometry grades 7-9 HP of Atanasyan, V. F. Butuzov, S. B. Kadomtsev, E. G. Poznyak

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