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Possible Function Value from Concavity

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Let hh be a twice-differentiable function satisfying h′(x)<0h'(x) < 0 and h′′(x)<0h''(x) < 0 for all real numbers xx. If h(1)=20h(1) = 20 and h(3)=8h(3) = 8, which of the values 12, 13, and 14 are possible for h(2)h(2)?

A

1212 and 1313 only

B

1313 only

C

1212 only

D

1313 and 1414 only

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