What distance will a vehicle travel in the interchange along CDB? Round your answer to the
nearest hundredth.

The vehicle will travel about 1800 feet in the interchange along CDB
Step-by-step explanation:
The interchange is shaped like a circle and vehicle travels on its periphery.
Moreover, it is to take into consideration that vehicle needs to travel the only 2/3rd of the periphery since BC distance is not to be covered by the vehicle.
The complete angle of a circle is 360 degrees and out of that 120 degrees is not to be covered. Hence the portion that needs to be covered= 240 degrees of 360 degrees= 2/3rd
We see that radius of the interchange is provided as 430 feet
Circumference of the circle (complete)= 2*3.14*430= 2700.4 feet
The actual distance that needs to be covered= 2/3*2700.4= 1800.267 feet
Rounding off to nearest hundred, the vehicle needs to travel 1800 feet