A passion fruit producer uses a water tank with volume $V$ to feed the irrigation system of his orchard. The system draws water through a hole at the bottom of the tank at a constant flow rate. With the water tank full, the system was activated at 7 a.m. on Monday. At 1 p.m. on the same day, it was found that 15\% of the water volume in the tank had already been used. An electronic device interrupts the system's operation when the remaining volume in the tank is 5\% of the total volume, for refilling. Assuming that the system operates without failures, at what time will the electronic device interrupt the operation? (A) At 3 p.m. on Monday. (B) At 11 a.m. on Tuesday. (C) At 2 p.m. on Tuesday. (D) At 4 a.m. on Wednesday. (E) At 9 p.m. on Tuesday.
A passion fruit producer uses a water tank with volume $V$ to feed the irrigation system of his orchard. The system draws water through a hole at the bottom of the tank at a constant flow rate. With the water tank full, the system was activated at 7 a.m. on Monday. At 1 p.m. on the same day, it was found that 15\% of the water volume in the tank had already been used. An electronic device interrupts the system's operation when the remaining volume in the tank is 5\% of the total volume, for refilling.
Assuming that the system operates without failures, at what time will the electronic device interrupt the operation?
(A) At 3 p.m. on Monday.
(B) At 11 a.m. on Tuesday.
(C) At 2 p.m. on Tuesday.
(D) At 4 a.m. on Wednesday.
(E) At 9 p.m. on Tuesday.