The binary linear equation 3x-2y = 1 is transformed into a linear function (). The intersection of the line and the X axis is () and the coordinate of the intersection of the line and the Y axis is ()

The binary linear equation 3x-2y = 1 is transformed into a linear function (). The intersection of the line and the X axis is () and the coordinate of the intersection of the line and the Y axis is ()


y=3/2x-1/2;(8,0);(0,-1/2)



The coordinate of the intersection point of the image and the Y axis of the linear function y = 3x + 7 is suitable for the quadratic equation 2x + by = 18, then B =
2. For the first-order function y = (A-3) x + 2a-5 of X, the intersection of the image and the Y axis is not below the X axis, and Y decreases with the increase of X, then the value range of a is__


The coordinate of the intersection point of the image and the Y-axis of the linear function y = 3x + 7 is suitable for the quadratic equation 2x + by = 18, then B = 18 / 7
The intersection of y = 3x + 7 image and Y axis is (0,7)
Let x = 0, y = 7 generations 2x + by = 18 get 7b = 18
b=18/7
2. For the first-order function y = (A-3) x + 2a-5 of X, the intersection of the image and the Y axis is not below the X axis, and Y decreases with the increase of X, then the value range of a is__ 5《a



If ax + 3Y = 5x by is a quadratic equation with respect to X and y, then a and B satisfy the following conditions?


ax+3y=5x-by
3y+by=5x-ax
(3+b)y=(5-a)x
Meet the conditions: 3 + B ≠ 0, B ≠ - 3
5-a≠0,a≠5
If you don't understand, please ask,



Given 2A + 3B = 12, the minimum value of 2 / A + 3 / B is obtained by using basic inequality


2A + 3B = 12. 12 [(2 / a) + (3 / b)] = (2a + 3b) [(2 / a) + (3 / b)] = 13 + [(6a / b) + (6B / a)] ≥ 13 + 12 = 25



Given the inequality (a + b) x + (2a-3b) 3, then the solution of inequality (a-3b) x + (b-2a) > 0 is


(a+b)x+(2a-3b)3
So: a + B0 is:
-3bx+b>0
Because: - 3B > 0
So: x > 1 / 3



If inequality (a + b) x + 2a-3b-1 / 3, find the solution set of inequality (a-3b) x + b-2a > 0


(a + b) x + 2a-3b3b, (because - b > 0)
x>-3



Given (a + b) x + (2a-3b) 3. Find the solution set of inequality (a-3b) x + (b-2a) > 0


(a+b)x+(2a-3b)1/3



The - 3 power of 3
0 power of (1 / 4) * 2 power of 4


1×(1/16)=1/16



Nonnegativity of even power: given the quadratic power of | x | + y = 0, find the value of X and y


x=0;y=0;



The a power of 3 is 4. The B power of 3 is 12. The C power of 3 is 36. What is ABC? A is equal to B, C is equal to C


ABC is an equal ratio sequence
The power a of 3 divided by the power B of 3 is 1 / 3
The B power of 3 divided by the C power of 3 is 1 / 3
So the (A / b) power of 3 is 1 / 3, so a / B is - 1
The (B / C) power of 3 equals 1 / 3, so B / C equals - 1
So ABC is an equal ratio sequence, and the ratio is - 1