(Solved): \( y \) (feet) b. Interpret the meaning of \( d(5) \) A. In the first 5 seconds, the particle move ...

\( y \) (feet) b. Interpret the meaning of \( d(5) \) A. In the first 5 seconds, the particle moved a total of 4 feet. B. The particle was 5 feet away 5 n the starting line 4 seconds since timing started C. The particle was 4 leet away from the starting line 5 seconds since timing started. D. In the first 4 seconds, the particle moved a total of 5 feet c. Solve \( d(t)=2 \) for \( t \). Use commas to separate your answers if there are more than one solution. \( t= \) d. Interpret the meaning of part c's solution(s) A. The article was 2 teet from the starting line 2 seconds since timing started, of 8 seconds since timng started. B. The article was 2 feet from the starting line 8 seconds since timing started C. The article was 2 feet from the starting line 2 seconds since liming started D. The anticle was 2 feet from the starting ine 2 seconos since timing stanted, and again 8 seconds since timing stanted