A fast way through this question is to hunt for the one statement that breaks its own logic. Four of the five statements describe genuine, well known properties of H-flumes, wide flow range with good accuracy, sediment friendly shape for automatic samplers, a documented discharge range, and scaled HS or HL versions for flows outside the standard range. None of these contain an internal contradiction.
Statement (E), however, claims no calibration is needed while also saying rating tables are used to read off discharge. A rating table is nothing but the calibrated relationship between the water depth in the flume and the discharge passing through it, someone has to calibrate the flume first to build that table. So saying no calibration needed, just use the rating table cancels itself out, and this statement has to be false.
Removing only the false statement (E) leaves (A), (B), (C) and (D) standing as the correct set.
\[\boxed{\text{(A), (B), (C) and (D) only}}\]