This is a puzzle from mysterymaster.
Five students of twentieth-century literature (Oscar, Peter, Shirley, and two women named Ruth) elected to write their term papers each on a different work of fiction (including William Faulkner's Light in August and Katherine Anne Porter's Ship of Fools). One pair of students are siblings with the same last name, and the other three are unrelated. Can you deduce the full name of each student (at least one is surnamed Zaniewski), and the novel that each chose? 1.Shirley is an only child. 2.The two men are unrelated; exactly one of them chose a Faulkner novel. 3.The student (whose first name isn't Ruth) who chose Ernest Hemingway's The Sun Also Rises has a sibling in class. 4.The book chosen by the only student surnamed Yorke didn't have "light" anywhere in its title. 5.Four of the five students are Oscar, Ms. Underwood, the only student surnamed Valdez, and the one who chose Virginia Woolf's To the Lighthouse; the fifth student shares either a first name, last name, or choice of author with the person who chose William Faulkner's Absalom! Absalom!
- Shirley is an only child.
- The two men are unrelated; exactly one of them chose a Faulkner novel.
- The student (whose first name isn't Ruth) who chose Ernest Hemingway's The Sun Also Rises has a sibling in class.
- The book chosen by the only student surnamed Yorke didn't have "light" anywhere in its title.
- Four of the five students are Oscar, Ms. Underwood, the only student surnamed Valdez, and the one who chose Virginia Woolf's To the Lighthouse; the fifth student shares either a first name, last name, or choice of author with the person who chose William Faulkner's Absalom! Absalom!
I got the following from the clues: Oscar is not Valdez or Underwood and didnot read Virginia Woolf. Out of Oscar and Peter one chose Faulkner and one chose Hemmingway. Shirley is not a Zaniewski. Both the Ruths didnot read hemmingway. Peter and Oscar are not siblings. Yorke didnot read Woolf or Faulkner's Light in August. I am not able to proceed any futher to fix a clue. Do suggest the method and error in my deduction(if any).