Given the slopes of the dual pitch truss and the span calculate the distance between the left bearing and the peak:
However, you might notice that we are assuming the buttcut and top chord depth is equivalent for both sides. If the slopes are different then this will mean that the heel heights will be different. Should the heel heights be the same?
Addendum:
After giving this some more thought the key for a continuous eave line is (ie. hip roofs) is the fascia. The fascia height is a function of the overhang, pitch, top chord depth and buttcut. I think the easiest is to default to equivalent buttcut and top chord depth for both left and right sides of the dual pitch roof and then give the option for independent overhang and raised heels for both sides this should give enough latitude to the designer so they can make any configuration possible.