Use \(A, B\), and \(C\) as defined in Exercise 15 to translate the following statements into English.

Data from in exercise 15

Let A, B, and C be the following statements:

A Roses are red.

B Violets are blue.

C Sugar is sweet.

a. \(B \vee C^{\prime}\)

b. \(B^{\prime} \vee(A \rightarrow C)\)

c. \(\left(C \wedge A^{\prime}\right) \leftrightarrow B\)

d. \(C \wedge\left(A^{\prime} \leftrightarrow B\right)\)

e. \(\left(B \wedge C^{\prime}\right)^{\prime} \rightarrow A\)

f. \(A \vee\left(B \wedge C^{\prime}\right)\)

g. \((A \vee B) \wedge C^{\prime}\)