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Anhedral of 3 degrees is applied to a wing whose sweep contributes 7 degrees of effective dihedral. The net effect from these two is

  • A.2.3 degrees
  • B.4 degrees of effective dihedral
  • C.10 degrees
  • D.21 degrees

Answer: B

Correct answer: 4 degrees of effective dihedral

Anhedral is negative dihedral, so the two contributions subtract:

\[ -3 + 7 = +4\ \text{degrees} \]

The result is a net stabilising effect, but a smaller one than sweep alone would give - which is exactly why the anhedral was applied. A swept wing's dihedral effect grows with lift coefficient and can become excessive at low speed, giving a poorly damped Dutch roll, and drooping the wing is the standard way of trimming it back.

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