The intersection of y = 2x + m and y = 3x + 3 is in the second quadrant

By solving the equations y = 2x + my = 3x + 3, we get x = m − 3Y = 3M − 6. ∵ the intersection point is in the second quadrant, ∵ m − 3 ＜ 03m − 6 ＞ 0, we get 2 ＜ m ＜ 3. Therefore, the value range of M is 2 ＜ m ＜ 3

The intersection of the line y = 2x + m and the line y = 3x + 3 is in the second quadrant. Find the value of M. the intersection in is (M-3,

The results show that the intersection point is (m-3,3m-6)
The coordinate point of X is m-3
The coordinate point of Y is 3m-6
Because the intersection is in the second quadrant, so x0
So m-32)
SO 2

RELATED INFORMATIONS

1. In what range of M, the intersection of y = - 2 / 3x-m / 3 and y = 2x + M-1 is in the fourth quadrant?
2. If the line y = - 2x-1 intersects with the line y = 3x + m at a point in the third quadrant, what is the value range of M
3. When k is the value, the intersection of the line x + 2Y + K + 1 = 0 and 2x + y + 2K = 0 is in the fourth quadrant
4. When k=___ The intersection of the line x-2y-2k and the line 2x-3y-k = 0 is on the curve X ^ 2 + y ^ 2 = 9
5. English translation It's the cabinet's urgent need to be "full of sorrow, making trouble, traveling for people."
6. When k changes, all the lines pass through the fixed point A（0,0） B（0,1） C（3,1） D（2,1）
7. The straight line kx-y + 1-3k = 0, when k changes, what is the point where all the straight lines are constant
8. If the linear y = (m-1) x-n is parallel to y = - 2x + 3 and passes through points (1,4), then the analytic expression of the linear is 2. If in the linear function y = (2-3K) x - (K + 1), y follows The range of K is 0 If the perimeter of isosceles triangle is 24, the length of its base is x, and the length of its waist is y, then the functional relation of Y with respect to X is the independent variable, and the value range of X is
9. If the intersection of the line y = x + K and the line y = 2x + 3K is inside the square of the circle (x-1) + the square of y = 1, then the value range of K?
10. If the intersection point P of two straight lines y = x + 2k and y = 2x + K + 1 is inside the circle x ^ 2 + y ^ 2 = 4, the value of K is obtained Two linear equations are established, and x = k-1, y = 3K-1 are solved The center of the circle is at the origin, radius = 2 {-2
11. The intercept ratio of line L on x-axis and y-axis is 1:3, and it passes through points a (m, m-1) and B (2,3 + m) to find the value of M and the linear equation
12. What's the range of the slope of the line
13. What is the formula for calculating the slope of a straight line given the two-point coordinates of the line?
14. Slope formula of two straight lines Given the angle a between two straight lines and the slope of a straight line, is there a formula for calculating the slope of another straight line?
15. The formula of regression analysis C=a+b*D^z The formula of ABZ of regression analysis method based on C D multi group data
16. The line L: y = KX + B, is k the slope of the line?
17. The linear equation with a slope of - 4 and an intercept of 7 on the y-axis is______ ．
18. According to the following conditions, the equation of a straight line is obtained and transformed into a general formula. The intercept on x-axis and y-axis is 2, - 1 respectively
19. The equation of the line with intercept of 4 and - 3 on X and Y axes is______ ．
20. The linear equation with a slope of - 2 and an intercept of 3 on the y-axis is () A. 2x+y+3=0B. 2x-y+3=0C. 2x-y-3=0D. 2x+y-3=0