Discussion
Which property makes the tephigram particularly useful?
Answer: D
Because the axes are temperature and entropy, an area on the tephigram represents work or energy, so convective available potential energy can be measured directly as an area between the parcel and environment curves. This is the defining advantage of the family of diagrams to which it belongs. Its isotherms are diagonal rather than vertical and its saturated adiabats are curved. Reading the definition literally, rather than recalling a formula, is the reliable route through questions of this shape.
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