Answer:
The coordinates of point P is 
Step-by-step explanation:
Here, the coordinates of the point A and B are given as:
A (3,6) and B(10,-2)
Let us assume the point P (a,b) divides the line segment AB in ratio 1:3.
Now, by SECTION FORMULA:
The coordinate of the point (a,b) which divides the line segment with points (x1,y1) and (x2,y2) in ratio m1 : m2 is given as:

Now, here putting the values of the points A and B as (3,6) and (10,-2) adn ratio m1 : m2 as 1:3, we get:

Hence, the coordinates of point P is 
Answer:
Step-by-step explanation:
Step 1, when subtracting logs with the same base you can rewrite it with one log and the argument becomes division...
ln(x - 3) - ln 5 = 1 becomes...
ln [ (x - 3)/5 ] = 1
Step 2, rewrite the by putting into exponential form...ln has a base of e, so we get..
e^1 = (x -3)/5
Now solve...
e = (x - 3)/5
5e = x - 3
5e + 3 = x
First choice cuz look at the graph
Answer:

Step-by-step explanation:
