Final Answer:
In this hypothetical scenario where the speed of light is only 3000 m/s, the velocity of the bullets relative to the target would be 3200 m/s.
b) 3200 m/s
Step-by-step explanation:
This calculation is based on the relative velocity formula:
v_relative= v_bullet- v_target
where ( v_bullet) is the velocity of the bullets and ( v_target) is the velocity of the target. In this case, the given options represent possible values for ( v_relative), and after evaluating each option, the correct answer is 3200 m/s.
To elaborate, if the speed of light were 3000 m/s, and assuming the bullets and the target move in the same direction, the bullets would need to travel at 3200 m/s relative to the target to achieve this scenario. This implies that the bullets are moving faster than the speed of light in this context. It's important to note that this hypothetical situation defies the principles of our current understanding of physics, as objects with mass cannot reach or exceed the speed of light.
In summary, the answer b) 3200 m/s is derived by considering the relative velocity formula in the context of a modified speed of light, highlighting the theoretical impossibility of bullets traveling at such speeds based on our current scientific understanding.
Therefore, the correct option is b) 3200 m/s