Determine the coordinate of the point c that is 1/4 the distance from when a=2 and b=6

i am gonna give u an example see it and do your question by your own

Step-by-step explanation:

Given points A (  

2

​  

,4), B (6,−  

3

​  

) and C are col-linear if B the mid point AC.  

if (A) (3.71,1.13) is point C, then point (x,y)=  

2

2

​  

+3.71

​  

,  

2

4+1.13

​  

⇒2.56,2.56 this not point B  

if (B) (3.71,5.73) is point C, then point (x,y)=  

2

2

​  

+3.71

​  

,  

2

4+5.73

​  

⇒2.56,4.86 this not point B  

if (C) (7.41,−7.46) is point C, then point (x,y)=  

2

2

​  

+7.41

​  

,  

2

4−7.46

​  

⇒4.41,−1.73 this not point B  

if (D) (10.59,−7.46) is point C, then point (x,y)=  

2

2

​  

+10.59

​  

,  

2

4−7.46

​  

⇒6,1.73 this the  point B(6,1.73)

if (E) (10.59,5.73) is point C, then point (x,y)=  

2

2

​  

+10.59

​  

,  

2

4+5.73

​  

⇒6,4.86 this not point B.  

So (D) (10.59,−7.46) is mid point B of line AC

33

step-by-step explanation: g=6