1. The constant term of the unary quadratic equation 3x2+5x-2=0 is -2.

2. The coefficient of the primary term of the unary quadratic equation 3x2+4x-2=0 is 4, and the constant term is -2.

3. The quadratic term coefficient of the unary quadratic equation 3x2-5x-7=0 is 3, and the constant term is -7.

4. Transform the equation 3x(x- 1)-2=-4x into the general formula 3x2-x-2=0.

Knowledge point 2: Cartesian coordinate system and the position of points

1. In the rectangular coordinate system, point A (3 3,0) is on the Y axis.

2. In the rectangular coordinate system, the abscissa of any point on the X axis is 0.

3. In rectangular coordinate system, point A (1, 1) is in the first quadrant.

4. In rectangular coordinate system, point A (-2,3) is in the fourth quadrant.

5. In rectangular coordinate system, point A (-2, 1) is in the second quadrant.

Knowledge point 3: Find the function value of the known independent variable.

1. When x=2, the value of function y= is 1.

2. When x=3, the value of function y= is 1.

3. When x=- 1, the value of function y= is 1.

Knowledge point 4: the concept and nature of basic functions

1. The function y=-8x is a proportional function.

2. The function y=4x+ 1 is a linear function.

3. This function is an inverse proportional function.

4. The opening of parabola y=-3(x-2)2-5 is downward.

5. The symmetry axis of parabola y=4(x-3)2- 10 is x=3.

6. The vertex coordinate of parabola is (1, 2).

7. The image of the inverse proportional function is in the first and third quadrants.

Knowledge point 5: mean, median and mode of data

The average value of 1. data 13, 10,12,8,7 is 10.

2. The pattern of data 3, 4, 2, 4, 4 is 4.

3. The median of data 1, 2,3,4,5 is 3.

Knowledge point 6: Special trigonometric function values

1.cos30 =。

2.sin260 + cos260 = 1。

3.2sin30 + tan45 = 2。

4.tan45 = 1。

5.cos60 + sin30 = 1。

Knowledge point 7: Basic properties of circles

1. The circumferential angle of a semicircle or diameter is a right angle.

2. Any triangle must have a circumscribed circle.

3. In the same plane, the distance to a fixed point is equal to the trajectory of a fixed-length point, which is a circle with the fixed point as the center and the fixed length as the radius.

4. In the same circle or equal circle, the circular arcs with equal central angles are equal.

5. The circumferential angle of the same arc is equal to half the central angle.

6. The same circle or the same circle has the same radius.

7. You can make a circle after three o'clock.

8. Two equal-length arcs are equal-length arcs.

9. In the same circle or equal circle, the circular arcs with equal central angles are equal.

10. The diameter of the chord bisected by the center of the circle is perpendicular to the chord.

Knowledge point 8: the positional relationship between straight lines and circles

1. When a line and a circle have only one common point, they are said to be tangent.

2. The center of the circumscribed circle of a triangle is called the outer center of the triangle.

3. The chord tangent angle is equal to the central angle of the clamping arc.

The center of the inscribed circle of a triangle is called the heart of the triangle.

5. The straight line perpendicular to the radius must be the tangent of the circle.

6. The straight line passing through the outer end of the radius and perpendicular to the radius is the tangent of the circle.

7. The straight line perpendicular to the radius is the tangent of the circle.

8. The tangent of a circle is perpendicular to the radius of the tangent point.

Knowledge point 9: the positional relationship between circles

1. When two circles have only one common point, they are called circumscribed circles.

2. The line of intersection with two circles bisects the common chord vertically.

3. When two circles have two common points, they are said to intersect.

When two circles are inscribed, there is only one common tangent between them.

5. The line connecting two tangent circles must pass through the tangent point.

Knowledge point 10: Basic properties of regular polygons

1. The central angle of a regular hexagon is 60 degrees.

2. A rectangle is a regular polygon.

3. Regular polygons are all axisymmetric figures.

4. Regular polygons are all figures with central symmetry.