the sum of a and b is 28 and the difference a - 2b is 10.
Find "a" and "b".
Solution
a + b = 28, (1)
a - 2b = 10. (2)
From equation (1), subtract equation (2). The terms with "a" will cancel each other, and you will get
b - (-2b) = 28 - 10
3b = 18
b = 18/3 = 6.
Then from equation (1), a = 28 - b = 28 - 6 = 22.
ANSWER. a = 22; b = 6.
Solved (by the Elimination method).
----------------
It looks like you need to learn (to get familiar with) the general theory/technique on solving systems of two equations in two unknown.