Answer:

Explanation:
Let's tackle each statement at a time:
Jamal filled his gas tank of which he used 
 .
.
We need to express the unit (a gas tank) in terms of fractions so that we can substract 
 .
.
The denominator of the second term of our substraction is 
 , so we can express the first term as
, so we can express the first term as 
 . Now that we have the same denominator in both terms, we can proceed to define
. Now that we have the same denominator in both terms, we can proceed to define 
 as a common denominator and rewrite the expression as:
 as a common denominator and rewrite the expression as: 
 , which gives us a result of
, which gives us a result of 
 , which is what Jamal has left after visiting his grandfather. This expression cannot be simplified anymore.
, which is what Jamal has left after visiting his grandfather. This expression cannot be simplified anymore.
Then, he used 
 of the remaining
 of the remaining 
 .
.
We express it as if he had 
 of the remaining
 of the remaining 
 .:
.:

We multiply the terms:

And simplify:


So, at the end, Jamal has 
 of his tank left.
 of his tank left.