Correct Answer - b
Rate = K `("pressure")^(n)`
`R_(1) = K(P_(1))^(n) , R_(2) = K(P_(2))^(n) implies (R_(1))/(R_(2)) = [(P_(1))/(P_(2))]^(n)`
`P_(1) = 363 - (363 xx 5)/(100) = 344. 85 , P_(2) = 363 - (363 xx 33)/(100) = 243.21`
`(1)/(0.5) = ((344.85)/(243.21))^(n) implies 2 = (sqrt2)^(n) , (n = 2)`.