Answer:
C. between L and M
Explanation:
You can rewrite the ratio to give the ratio AP:AB. That will be ...
AP : AB = AP : (AP +PB) = 4 : (4+3) = 4 : 7
Now, you can find how many fifths this is:
5·4/7 = 20/7 = 2 6/5
This is a number more than 2 and less than 3.
This means point P is located between 2/5 (L) and 3/5 (M) of the length of AB.