A river with straight, parallel banks running east-west flows with a constant current velocity \(\vec{v}_{w/g}\) directed due east. A boat travels with a constant speed \(v_{b/w}\) relative to the water, where \(v_{b/w} > v_{w/g}\). To travel in a straight line directly across the river from the south bank to a landing point on the north bank directly opposite the launch point, the boat must maintain a constant resultant velocity \(\vec{v}_{b/g}\) directed due north. Which of the following vector diagrams correctly represents the relationship among the velocity vectors \(\vec{v}_{b/w}\), \(\vec{v}_{w/g}\), and \(\vec{v}_{b/g}\)?