18. (Refer to Figure 2.) If an airplane weighs 3,300 pounds, what approximate weight would the airplane structure be required to support during a 30° banked turn while maintaining altitude?

Referencing FAA Figure 2, use the following steps: 1. Enter the chart at a 30° angle of bank and proceed upward to the curved reference line. From the point of intersection, move to the left side of the chart and read an approximate load factor of 1.2 Gs. 2. Multiply the aircraft weight by the load factor: 3,300 x 1.2 = 3,960 lbs Or, working from the table: 3,300 x 1.154 (load factor) = 3,808 lbs Answer C is the closest. Answer (A) is incorrect because they are less than 3,300 pounds; load factor increases with bank for level flight. Answer (B) is incorrect because they are less than 3,300 pounds; load factor increases with bank for level flight.
Referencing FAA Figure 2, use the following steps: 1. Enter the chart at a 30° angle of bank and proceed upward to the curved reference line. From the point of intersection, move to the left side of the chart and read an approximate load factor of 1.2 Gs. 2. Multiply the aircraft weight by the load factor: 3,300 x 1.2 = 3,960 lbs Or, working from the table: 3,300 x 1.154 (load factor) = 3,808 lbs Answer C is the closest. Answer (A) is incorrect because they are less than 3,300 pounds; load factor increases with bank for level flight. Answer (B) is incorrect because they are less than 3,300 pounds; load factor increases with bank for level flight.