As shown in the figure, in the plane rectangular coordinate system, the endpoint coordinates of line AB are a (- 2,4), B (4,2), and the line y = kx-2 has an intersection with line AB, then the value of K cannot be () A. -5B. -2C. 3D. 5

When a (- 2,4) is substituted by y = kx-2, 4 = - 2k-2, the solution is k = - 3, when the line y = kx-2 has an intersection with line AB and passes through the second and fourth image limits, K satisfies the condition K ≤ - 3; when B (4,2) is substituted by y = kx-2, 4k-2 = 2, the solution is k = 1, when the line y = kx-2 has an intersection with line AB and passes through the first and third image limits, K satisfies the condition K ≥ 1, that is, K ≤ - 3 or K ≥ 1 If the line AB has an intersection point, then the value of K cannot be - 2

RELATED INFORMATIONS

1. Circle (x-1) ^ 2 + (Y-1) ^ 2 = 9, through a (2,3) as any chord of the circle, find the trajectory equation of the midpoint P of these chords No pictures,
2. P is the point on the right branch of hyperbola x29-y216 = 1, m and N are the points on the circle (x + 5) 2 + y2 = 4 and (X-5) 2 + y2 = 1 respectively, then the maximum value of | PM | - | PN | is () A. 6B. 7C. 8D. 9
3. I don't know how many days there are in the first half of a leap year?
4. In 2012, the number of days with excellent air quality in our city accounted for 3% of the whole year. How many days with excellent air quality in 2012 Two minutes to answer
5. Mr. Zhang's salary in December last year was 3000 yuan. After deducting 2000 yuan, he paid personal income tax according to the standard on the right. Mr. Zhang should pay personal income tax in December______ Yuan
6. There are two kinds of pens, a and B. their price ratio is 2:1. If the price is reduced by 5 yuan, their price ratio is 9:2. What are the original prices of these two kinds of pens?
7. We only need to use fraction four mixed operations A bookshelf has two layers, the upper and the lower, with a total of 128 books. The ratio of the number of books on the upper and the lower layers is 5:3. How many more books are there on the upper layer than on the lower layer? (mixed operation with four fractions.) Here's how it works 5+3=8 Upper layer: 128 / 8 * 5 = 80 (this) Lower layer: 128 / 8 * 3 = 48 (this) 80-48 = 32
8. Pave a 2-meter-wide path around a 37.68-meter-long circular pool. How many square meters is the area of the path?
9. There are three digital cards of 0.35, which make up a three digit number. What is the percentage of 0 at the end?
10. One fifth of the students in class 6 (1) participated in the cleaning, and then two students took the initiative to participate in the cleaning One fifth of the original students in class 6 (1) participated in the cleaning, and then two students took the initiative to participate. The actual number of participants was one-third of the number who did not. How many students participated in the cleaning?
11. How to draw the image of parameter equation x = 1-T ^ 2, y = t - ^ 3?
12. It is known that the equation of a circle is (x-1) 2 + y2 = 4. A point a (4,2) (1) outside the circle solves the tangent equation of the circle passing through point a
13. If there is a common point between the line L passing through point a (4,0) and the curve (X-2) 2 + y2 = 1, the range of the slope of the line L is () A. [−3，3]B. (−3，3)C. [−33，33]D. (−33，33)
14. In the triangle ABC, the opposite sides of angles a, B and C are a, B and C respectively. We know that a = 2, C = 3 and CoSb = 1 / 4
15. If P and Q are on the line AB, AP: Pb = 2:3, AQ: QB = 3:4, and PQ = 3, the length of AB is obtained
16. On the practical significance of Maslow's hierarchy of needs theory in the practice of enterprise management
17. If the cosine of their angle is the root of the equation 5x2-7x-6 = 0, then the length of the other side of the triangle is () A. 52B. 213C. 16D. 4
18. There are 38 greenhouses in the greenhouse vegetable base, which produce 76000kg vegetables in a month. How many kg vegetables are produced in each greenhouse in the first quarter?
19. As shown in the figure, in △ ABC, the bisectors ad, be and CF of the three inner angles intersect at point I, IH ⊥ BC, to verify, ∠ bid = ∠ HIC
20. As shown in the figure, in the triangle ABC, D is a point on the edge AB, and ad = AC, De is parallel to BC, CD bisection angle EDF