Answer: The current age of Sean and his father is 11 and 41 respectively.
Explanation: The ages of the father and son can be calculated by forming linear equations of both the circumtances given in the question.
Let the current age of Sean be x then current age of his father will be = x+30, according to the question.
Let y be Sean's father's present age then y = x+30.
Now, 4 years later, Sean is (x+4)years old and his father is 3 times as old as Sean.
Therefore, y+4 = 3(x+4)
Now let's solve the last equation by taking the value of y from y=x+30
(x+30)+4 = 3(x+4)
x+34 = 3x+12
2x = 22
x = 11
Therefore, Sean's current age is 11 and his father is 41 years old