Given that points a and B are on both sides of the origin on the number axis, their corresponding numbers are - 4,3x-5 / 2x + 2, and the distances from points a and B to the origin are equal, find the value of X

Given that points a and B are on both sides of the origin on the number axis, their corresponding numbers are - 4,3x-5 / 2x + 2, and the distances from points a and B to the origin are equal, find the value of X

ha-ha.
Just solve the equation
x=2.2
Hope to adopt, thank you

Points a and B are on the number axis, their corresponding numbers are - 4, 2x + 2 divided by 3x-5, and the distance between points a and B is the same

Is it x? Make an absolute value equation,
｜（2x+2）/（3x-5）｜=4
Solution x = 2.2 or x = 9 / 7

Given that points a and B are on the number axis, their corresponding numbers are - 4, (2x + 2) / (3x-5), and the distance from point a to B is equal to 3, find the value of X

|(2x+2)/(3x-5)-(-4)|=3
|(2x+2+12x-20)/(3x-5)|=3
(14x-18)/(3x-5)=±3
14x-18=±(9x-15)
14x-18=9x-15
5x=3
x=3/5
Or 14x-18 = - (9x-15)
23x=33
x=33/23

On the number axis, the distance from the point to the far point represented by the solution of the equation 2x-5k = 10 with X as the unknown is 5, and all the values of K are requested
Everybody help me sit down

The distance to the origin is five, there are two
5 and - 5
1. When x = 5
2*5-5k=10
k=0
2. When x = - 5
2*（-5）-5k=10
k=4

On the number axis, the solution of the equation 5k-4x = 10 about X indicates that the distance from the point to the origin is 5, and the value of K is calculated
There's no time

The solution of the equation 5k-4x = 10 about X shows that the distance from the point to the origin is 5
∴x=±5
When x = 5, 5k-20 = 10, k = 6
When x = - 5, 5K + 20 = 10, k = - 2

Given that the distance between two points a and B on the number axis is 1, and the distance between point a and origin 0 is 3, the sum of the distances between all points B satisfying the conditions and origin 0 is obtained

|a|=3
a=±3
therefore
b=-3-1=-4
b=-3+1=-2
b=3-1=2
b=3+1=4
So and = | - 4 | + | - 2 | + | - 2 | + | - 4|
=4+2+2+4
=12

Given two points a and B on the number axis, the distance between a and B is 1, and the distance between a and origin 0 is 3, find the sum of the distances between B and origin 0

It is known that the numbers corresponding to two points a and B on the number axis are 6 and - 8 respectively. Points m and N are two moving points on the number axis. Point m starts from point a with a speed of 2 units per second, and point n starts from point B with a speed of 3 times that of point M. if there is another moving point P starting from the origin with a speed of 1 unit per second, and point n starts from point B and moves to the right at the same time, point P moves to - (fill in "left" or "right"), The fastest way is to reach the midpoint of AB in seconds, and then meet n in seconds?

You take a picture

The three elements of the number axis are______ 、______ 、______ ．

Because the number axis is a straight line that defines the origin, positive direction and unit length. So the three elements of the number axis are: origin, unit length and positive direction. So the answer is: origin, unit length and positive direction

The three elements of the number axis are______ 、______ 、______ ．

Because the number axis is a straight line that defines the origin, positive direction and unit length. So the three elements of the number axis are: origin, unit length and positive direction. So the answer is: origin, unit length and positive direction