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Reprinted from 504443985 at 17:42 on February 19, 2011 Reading (loading. ..) Comments (0) Category: the other side 【High School Mathematics, all, the formula】 .. high school math theorems large concentration of f (x2), called f (x) in D is a decreasing function (3 ) parity the function f (x) within the definition of any one of x, if f (-x) = f (x),Tory Burch Online Store, say f (x) is even function if f (-x) =- f (x),Tory Burch Sale, called f (x) is an odd function (4) periodic the function f (x) within the definition of any x,Tory Burch Flats, if there exists a constant T,Tory Burch Boots,男人的深度 - Qzone日志, so f (x + T) = f (x), called f (x) is a periodic function (1) Score Index Score Index of power is power of negative score meaning is the meaning of power indices is (2) of the nature and number of algorithms loga (MN) = logaM + logaN logaMn = nlogaM (n ∈ R) exponential function logarithmic function (1) y = ax (a> 0, a ≠ 1) is called exponential function (2) x ∈ R,“女朋友”到底是什么? - Qzone日志, y> 0 image through the (0,1 ) a> 1 时, x> 0, y> 1; x 0,0 1 a> 1 时, y = ax is an increasing function of 0 0, a ≠ 1) is called the logarithmic function (2) x> 0, y ∈ R image through the (1,0) ; a> 1 时, x> 1, y> 0; 0 1, y 0 a> 1 时, y = logax is an increasing function of 0 0, a ≠ 1) with Bottom type logaf (x) = logag (x) f (x) = g (x)> 0 (a> 0, a ≠ 1) substitution type f ( ax) = 0 or f (logax) = 0 series the basic concepts of arithmetic series, series (1) general formula of the series an = f (n) (2) series of the recurrence formula (3) series with a general formula of n items and the relationship an +1- an = d an = a1 + (n-1) d a, A, b into the arithmetic 2A = a + b m + n = k + l am + an = ak + al commonly used geometric series sum formula an = a1qn_1 a, G, b into a geometric G2 = ab m + n = k + l aman = akal inequality inequality basic properties of important inequalities a> bb b, b> ca> c a> b a + c> b + c a + b> ca> c-b a> b, c> d a + c> b + d a> b, c> 0 ac> bc ; a> b, c b> 0, c> d> 0 ac b> 0 dn> bn (n ∈ Z, n> 1) a> b> 0> (n ∈ Z, n> 1) (a-b) 2 ≥ 0 a, b ∈ R a2 + b2 ≥ 2ab | a | - | b | ≤ | a ± b | ≤ | a | + | b | the basic method of Inequality comparison (1) to prove the inequality a> b (or a 0 (or a-b 0, to permit a> b, only need to prove that, to permit a 0, b2 = c2-a2) eccentricity alignment equation focus radius | MF1 | = ex0 + a, | MF2 | = ex0-a parabola y2 = 2px (p> 0) focus F ; equation alignment axis translation where (h, k) is the origin of the new coordinate system in the original coordinate system coordinates. 1. a collection of elements each with the opposite ###### ① ② ③ deterministic randomness 2. collection representation ① description of enumeration method ③ ② ④ Wayne graph the number of axis method 3. collection operations ⑴ A ∩ (B ∪ C) = (A ∩ B) ∪ (A ∩ C) ⑵ Cu (A ∩ B) = CuA ∪ CuB Cu (A ∪ B ) = CuA ∩ CuB 4. a collection of the nature of the ⑴ n element subset of the set number: 2n subset number: 2n-1; non-empty subset number: 2n-2 high school mathematics Summary a concept, function 1, if set A has n elements, then set A subset of all the different number to all non-empty proper subset of the number is. secondary function of the image axis of symmetry equation is, vertex coordinates are. Method of Undetermined Coefficients of the analytic quadratic function, the analytic expression of trying to have three forms, namely, and (vertex type). 2, the power function, when n is a positive odd number, m is a positive even number, m 0, = 0, 0); sector area formula:; cone side expansion plan (sector) of the central angle formula:; round table side expansion plan (fan ring) of the central angle formula:. through the cone vertex area of the largest cross-section (cone of bus length, shaft cross-section angle is θ): XI, the proportion of several properties 1, proportion of basic properties: 2, inverse theorems: 3, more than Theorem: 5, combined ratio theorems; 6, percentage Theorem: 7, combined percentage theorem: 8, division and more than Theorem: 9, geometric theorem: if, then. second, composite second radical simplification of When is a perfect square, the radicals of the shape-ju's more convenient to use the simple formulation. ⑵ and set the number of elements: n (A ∪ B) = nA + nB-n (A ∩ B) 5. N natural numbers or non-negative integers Z set of integers Q R rational real numbers 6. Simple logic truth table p consistent with the proposition true and false non-p false true II. Function 1. Quadratic function of the pole coordinates: function vertex coordinates 2. Monotonic function: in the Department of the extreme value 3. Parity function: within the definition, if, for the dual function; if was odd function. 1 had two points and only a straight line the shortest line between two points 2 3 of the supplementary angle with the angle or isometric angle equal to the same 4 or isometric of the complementary angle equal 5 and only a little over a straight line and known outside the lines a little vertical 6 straight points connected with straight line segments in all, the shortest vertical segment parallel axiom 7 After a point outside a straight line, and only a straight line and this line parallel to the 8 If two lines are parallel and the third line, these two lines are parallel to each other 9 Tong Weijiao equal, the two straight lines parallel to the 10 are equal in the wrong angle, the two straight lines parallel to the 11 complementary with the adjacent angles, two straight lines parallel to the two parallel 12, Tong Weijiao equal 13 two parallel lines, alternate angles are equal within the two 14 straight line parallel with the adjacent interior angles on both sides of the triangle complementary 15 theorems and inference than the third side 16 on both sides of the triangle is less than the third side 17 angles of a triangle and the theorem of the three angles of a triangle is equal to 180 ° 18 Corollary 1 right triangle the two acute angles of more than 19 Corollary 2 each triangle and it is not an exterior angle is equal to two adjacent interior angles 20 an inferences triangle exterior angle is greater than 3 and it is not adjacent to any one of the angles 21 corresponding sides congruent triangles, corresponding angles are equal 22 corner edge axiom (SAS) has two sides and their corresponding angles equal two triangles congruent 23 angle corners of Justice (ASA) had two horns and their corresponding folders sides equal two triangles congruent 24 Corollary (AAS) with corners and one corner of the same on the opposite side of the two triangles corresponding to the whole Collage side of justice and other 25 (SSS) with the corresponding three sides of equal triangles congruent 26 hypotenuse of two right-angled edge of axioms (HL) and a right-angle bevel edge with the corresponding two triangles equal the whole Theorem 1 and other 27 split line in the corner to this corner point equidistant from both sides of Theorem 2-1 28 angle from both sides of the same points in the angle bisector 29 angle to the angle bisector is equidistant from all points on both sides of the set of 30 isosceles triangle isosceles triangle theorem of the nature of the two bottom corners are equal (that is, on the other side isometric) 31 Corollary 1 isosceles triangle the bisector of angle and split the bottom edge of the bottom edge of 32 perpendicular to the angle bisector of an isosceles triangle, the center line of the bottom edge and bottom edge of the coincidence of high mutual Corollary 3 equilateral 33 The angle of the triangle are equal, and each corner of the isosceles triangle is equal to 60 ° 34 Judgement Theorem If a triangle has two angles equal, then the two angles on the sides of the equal (equiangular, etc. side) 35 Corollary 1 the three angles are equal is equilateral triangle 36 Corollary 2 has an angle equal to 60 ° isosceles triangles are equilateral triangles 37 in a right triangle, if a acute angle is 30 ° so that it is equal to the hypotenuse of a right-angle side of half 38 right triangle hypotenuse hypotenuse is equal to the middle half of 39 Theorem on the axis line segment and this segment of two points endpoints are equidistant Subscribe to the reading room |
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