Which of the following best explains why the vertical height cannot be used directly as the height of the triangular faces when calculating a pyramid's surface area?
Pythagoras' Theorem only applies to curved surfaces.
The triangular face is tilted, making its actual height (the slant height) longer than the vertical height.
The vertical height is only used for volume, not for any surface calculations.
The base of the triangle is not perpendicular to the vertical height.