【Question 19】
There are 2014 apples in three baskets. If the same number of apples is taken from each basket, the second basket will have 49 apples left, and the number of apples left in the first basket is twice the number of apples left in the third basket. How many apples were originally in the third basket? $\qquad$
【Analysis and Solution】
Let $x$ be the number of apples taken from each basket; the third basket has $y$ apples left, then the first basket has $2y$ apples left; the first basket originally had $(x+2y)$ apples, the first basket originally had $(x+49)$ apples, the first basket originally had $(x+y)$ apples; according to the problem, we get $(x+2y)+(x+49)+(x+y)=2014$;

Solving, we get $x+y=655$;
The third basket originally had 655 apples.