63)
P(D) = 82% and P (L) = x
P (neither D nor L) = 3% and P (D and L) = 47%
P (D) + P (L) - P (D and L) + P (neither D nor L) = 100%
82% + x - 47% + 3% = 100%
x = 62% (option B is correct)
64)
P (L')/P(D) = (82% - 47%)/82% = 43% (option B is correct)
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