Answer:
Option B. The Lateral area is 692 cm2
Explanation:
Verify each statement
case A) The area of the base is 384 cm2
The statement is False
Because
The area of the base is

case B) The Lateral area is 692 cm2
The statement is True
Because
we know that
The lateral area is equal to the area of its three triangular lateral faces
so

case C) The surface area is 740 cm2
The statement is False
we know that
The surface area is equal to the lateral area plus the area of the base
so

we have


substitute

case D) The area of each congruent face is 264 cm2
The statement is False
The area of each congruent face is equal to
