Name______________________________________________ Verbal and Dramatic Irony – Act III The Crucible Period_____ In verbal Irony, a character says one thing but means something quite different. In dramatic irony, there is a contradiction between what a character thinks and what the audience knows to be true. Find examples of both dramatic and verbal irony in Act III. If it’s dramatic irony, explain what the audience (reader) knows that the characters do not; then explain the significance to the plot. If it’s verbal irony, explain the actual meaning (verses the literal meaning) intended by the statement; then explain the significance to the plot. Quotes of Verbal Irony P. 1305 Proctor: “Mr. Parris discovered them himself in the dead of night! There’s the “child” she is!” Page________ Page________ Page________ Actual intended meaning Proctor actually means that Abigail is not a child and should not be viewed as an innocent young girl. Significance to the plot In this case, Proctor is desperately trying to get the court to see Abigail’s true colors. Because of Abigail’s assumed innocence, the court is blinded by her lies. Quotes of Dramatic Irony p. 1298 – Danforth: “No, old man, you have not hurt these people if they are of good conscience…” What the audience knows that the characters do not The audience knows that people of “good conscience” are the people most hurt in these trials. Significance to the plot In trying to do what is right, to show the innocence of those accused (Martha Corey and Rebecca Nurse), Francis Nurse inadvertently causes other innocent people to come under scrutiny. Page________ Page________ Page________ Logical fallacy – an idea or argument that appears logical though it is based on a completely faulty premise. P. 1296 Danforth: I judge nothing…I tell you straight, Mister – I have seen marvels in this court. I have seen people choked before my eyes by spirits; I have seen them stuck by pins and slashed by daggers. I have until this moment not the slightest reason to suspect that the children may be deceiving me. Do you understand my meaning? Explain how Danforth’s statement represents a logical fallacy. __________________________________________________________________________________________________ __________________________________________________________________________________________________ __________________________________________________________________________________________________