Geometrical Applications of Calculus Question

Could someone help me with this question?

Grant is at point A on one side of a 20m wide river and needs to get to point B on the other side 80m along the bank as shown:

________A_________________________________

||||||||||\

|||||||||| \x

|||20m|||||\

|||||||||||||\

--------------------------------B---------

|||||||||<--------80m---------->

Grants swims to any point on the other bank and then runs along the side of the river to point B. If he can swim at 7km/h and run at 11km/h, find the distance he swims (x) to minimise the time taken to reach point B.

The answer is 26m, but I'm not sure how to get that answer. Also, sorry about the picture... I tried. Thanks!