1. If the image of the function y = (2m + 3) x + (3N + 1) passes through the positive half axis of the X and Y axes, then the values of M and N are?

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• 1. For a linear function y = (M + 4) x + 2m-1, if y increases with the increase of X, and the intersection of its image and Y axis is below X axis, try to find the value range of M
• 2. If the image of the function y = (1 / 2) ^ | 1-x | + m has a common point with the X axis, then the value range of M is?
• 3. If the image of the function y = 2|1-x | + m has a common point with the X axis, then the value range of M is______ ．
• 4. Given the function y = MX2 + (M-3) X-1, at least one intersection of image and x-axis is on the right side of the origin, finding the range of real number M
• 5. Given the function y = MX2 - (M + 1) x + 1 (M is a real number), this paper explores the fixed-point coordinates through which the image of the function passes for any real number M
• 6. Given the function f (x) = (K-2) x + (4-3k), when x ∈ [- 1,1], the image of function f (x) is always above the x-axis, then the value range of K is____
• 7. Given that the image of the first-order function y = half x-3 is parallel to the straight line and passes through (- 1,3), the function relation is obtained
• 8. A straight line is parallel to the image of the first-order function y = half x-3, and the focus of the image of the first-order function y = 2x + 1 is on the Y axis
• 9. Given that the image of a function of a degree passes through point a (2, - 1) and point B, where point B is the intersection point of another straight line y = negative half x + 3 on the Y axis, the function of a degree can be obtained Find the expression of this first-order function!
• 10. If the image of a linear function is parallel to the straight line y = 12x − 1, the intersection points with the x-axis and y-axis are a and B respectively, and pass through the points (- 1, - 5), then the points on the line AB (including the end points a and b) whose abscissa and ordinate are integers are () A. Four B. five C. six D. seven
• 11. In order to make the image of function y = (2m-3) x + (3N + 1) pass through the positive half axis of X and Y axes, the values of M and n should be () A. m＞32，n＞-13B. m＞3，n＞-3C. m＜32，n＜-13D. m＜32，n＞-13
• 12. If the intersection of two images is one, then M =? I just have some points~ If we know that the intersection point of two images of the linear function y = 2x + m and y = 3x + 2m is one, then M =?
• 13. Given that the image of the first-order function y = (M-3) x + 2m + 4 passes through the intersection point P of the straight line y = negative 1 / 3x + 4 and the Y axis, find the surface of the triangle formed by the two function images and the X axis most urgent!
• 14. In order to make the image of function y = (2m-3) x + (3N + 1) pass through the positive half axis of X and Y axes, the values of M and n should be () A. m＞32，n＞-13B. m＞3，n＞-3C. m＜32，n＜-13D. m＜32，n＞-13
• 15. It is known that there are two intersections in the image where y is equal to ax and Y is equal to 4 / x minus A. if the abscissa of one intersection is 1, then the coordinates of the two points are
• 16. What is the coordinate of the intersection of the image and the y-axis when the linear function y equals minus 2x plus four
• 17. Let the coordinates of the intersection point of the function y equal to 1 / X and y equal to x minus 2 be (a, b). Then what is the value of 1 / a plus 1 / b
• 18. What are the coordinates of the intersection of two images with the first-order function y equal to negative half x plus 3 and y equal to 2x minus 2? A （2,﹣2） B(﹣2,2） C（2,2） D(﹣2,﹣2）
• 19. Find the intersection coordinates of the image and X axis of the quadratic function y which is equal to the difference of two times x minus two and then multiplied by the difference of five minus X
• 20. If the coordinates of the intersection of the image of the first-order function y = - x + A and the first-order function y = x + B are (2,8), then a + B=______ ．