Books with title Tangled

A Tangled Tale is a collection of 10 brief humorous stories by Lewis Carroll (Charles Lutwidge Dodgson), published serially between April 1880 and March 1885 in The Monthly Packet magazine. The stories, or Knots as Carroll calls them, present mathematical problems. In a later issue, Carroll gives the solution to a Knot and discusses readers' answers. The mathematical interpretations of the Knots are not always straightforward. The ribbing of readers answering wrongly – giving their names – was not always well received. In the December 1885 book preface Carroll writes: The writer's intention was to embody in each Knot (like medicine so dexterously, but ineffectually, concealed in the jam of our early childhood) one or more mathematical questions – in Arithmetic, Algebra, or Geometry, as the case might be – for the amusement, and possible edification, of the fair readers of that magazine. Describing why he was ending the series, Carroll writes to his readers that the Knots were "but a lame attempt." Others were more receptive: In 1888 Stuart Dodgson Collingwood wrote, "With some people, this is the most popular of all his books; it is certainly the most successful attempt he ever made to combine mathematics and humour." They have more recently been described as having "all the charm and wit of his better-known works".

"This is by far the best mermaid book I have ever read...There is all you could ever want in a book: love, deceit, myths and so much more." ~Tiffany at Escaping One Book at a TimeYara Jones doesn't believe in sea monsters-until she becomes one.When a hurricane hits her island home and she wakes up with fins, Yara finds herself tangled up in an underwater world of mysterious merfolk and secretive selkies. Both sides believe Yara can save them by fulfilling a broken promise and opening the sealed gateway to their realm, but they are battling over how it should be done. The selkies want to take her life. The merfolk want something far more precious. Treygan, the stormy-eyed merman who turned Yara mer, will stop at nothing and sacrifice everything to protect his people-until he falls for Yara. The tides turn as Yara fights to save herself, hundreds of sea creatures, and the merman who has her heart. She could lose her soul in the process-or she might open the gateway to a love that's deeper than the oceans. Publisher's MarketingI adored this tale of sea monsters and forbidden love. Full ofdeception, romance, and intrigue, Tangled Tides is a story best savoredbut impossible to put down. - PJ Hoover, author of SOLSTICETangled Tides includes a delicious romance that even the most dispassionate soul can t refuse. I absolutely adored Yara and her strength in all things, including love. And Treygan? I seriously want in on that merman action. Blue has never been so sexy. Hooper has created a believable underwater world that will leave readers wishing for a tail instead of legs. - Elana Johnson, author of POSSESSIONTangled Tides is a delightful, smartly plotted tale of adventure, family secrets, and sizzling romance. I couldn t put it down! - Rae Carson, author of THE GIRL OF FIRE AND THORNS

Charles Lutwidge Dodgson, better known by the pseudonym Lewis Carroll, was an English author, mathematician, logician, Anglican deacon and photographer. His most famous writings are Alice's Adventures in Wonderland and its sequel Through the Looking-Glass, as well as the poems "The Hunting of the Snark" and "Jabberwocky", all examples of the genre of literary nonsense. He is noted for his facility at word play, logic, and fantasy, and there are societies dedicated to the enjoyment and promotion of his works and the investigation of his life in many parts of the world, including the United Kingdom, Japan, the United States, and New Zealand.

Sgt. Windflower is back on the case in Grand Bank. This time, there’s a missing girl, trouble at the factory, and signs of danger everywhere. But, there’s always good food, good friends, and good company to make life worthwhile. All the usual characters and a few new suspects are back to help Windflower unravel the web of deceit and deception that threatens the small community.

"Any reader with a love for faeries, magic, and sometimes dark character motivations will love Tangled Web." - Online Book Club "I couldn't put it down... This is a must read for anyone who enjoys fantasy." Carrie Rachelle Johnson, author of Journey to Glory. When fifteen year old foster kid and diagnosed schizophrenic, Ryne, bumps into a strange man only she can see, the carefully constructed pretenses of her life start to crumble, forcing Ryne to choose between the safe, mundane, mortal world that’s labeled her crazy, or the magickal world of nightmares she has spent her life pretending doesn’t exist. The truth will set you free. Not. At least, not for Arrynna Doe. The only thing the truth will bring Ryne is a straight jacket and a room at the local, state funded institution, again. So she lies- to her doctors, to her foster parents, to her best friend. Because, really, who’s going to believe there is a whole world filled with terrifying magickal creatures only she can see- faeries, witches, vampires, and werewolves, even dragons? That’s right, nobody! Ryne has her routine mastered- pretend you’re normal, lie to everyone you know, ignore supernatural beings. And the routine works, until the day she acquires stalkers. Faerie stalkers. As Ryne struggles to keep her days normal, she finds herself questioning the tenets’ of her life. Why can she see things that no one else can and why are these creatures suddenly interested in her? The answers might just be more than she can handle. Will she discover the truth? Or is she just as crazy as the doctors have always said? Either way, Ryne is facing a crossroads, and pretty soon she’s going to have to make a choice.

A Tangled Tale is a collection of 10 brief humorous stories by Lewis Carroll (Charles Lutwidge Dodgson), published serially between April 1880 and March 1885 in The Monthly Packet magazine. Arthur B. Frost added illustrations when the series was printed in book form. The stories, or Knots as Carroll calls them, present mathematical problems. In a later issue, Carroll gives the solution to a Knot and discusses readers’ answers. The mathematical interpretations of the Knots are not always straightforward. The ribbing of readers answering wrongly – giving their names – was not always well received (see Knot VI below). In the December 1885 book preface Carroll writes: “The writer’s intention was to embody in each Knot (like medicine so dexterously, but ineffectually, concealed in the jam of our early childhood) one or more mathematical questions – in Arithmetic, Algebra, or Geometry, as the case might be – for the amusement, and possible edification, of the fair readers of that magazine.” Describing why he was ending the series, Carroll writes to his readers that the Knots were "but a lame attempt." Others were more receptive: In 1888 Stuart Dodgson Collingwood wrote, "With some people, this is the most popular of all his books; it is certainly the most successful attempt he ever made to combine mathematics and humour." They have more recently been described as having "all the charm and wit of his better-known works".

Separated at birth and only reunited through circumstance and a savage crime, fifteen-year-old twins Alex and Tanner are slowly getting to know each other and becoming accustomed to the idea of being brothers, albeit brothers with barely controllable psychic abilities. While spending their summer vacation together, they find that their past has resurfaced and they are in danger--again! The boys concoct a daring plan to save themselves and bring down the threatening criminal gang at the same time. Coupled with the danger posed by lurking strangers and threatening phone calls, the boys are at odds over whether to search for their birth parents. While Tanner is determined to find his birth mother and extract the truth behind their adoption and the reason for their separation, Alex is just as content to not rock the family boat. First introduced in Disconnected (Orca 1998), Alex and Tanner learn that while blood ties are important, the connections we develop through daily interaction are just as crucial, especially when the going gets tough.

A Tangled Tale by Lewis Carroll is a collection of ten humorous short stories. The stories written are presented as mathematical word problems with the solutions following at the end of the book. Odin’s Library Classics is dedicated to bringing the world the best of humankind’s literature from throughout the ages. Carefully selected, each work is unabridged from classic works of fiction, nonfiction, poetry, or drama.

A Tangled Tale is a collection of 10 brief humorous stories by Lewis Carroll (Charles Lutwidge Dodgson), published serially between April 1880 and March 1885 in The Monthly Packet magazine. The stories, or Knots as Carroll calls them, present mathematical problems. In a later issue, Carroll gives the solution to a Knot and discusses readers' answers. The mathematical interpretations of the Knots are not always straightforward.Knot I, Excelsior. Two knights discuss the distance they will have travelled that day, uphill and downhill at different speeds. The older knight obscurely explains the mathematical problem.Carroll's Solution: As with most of the Knots, the solution includes: a simplified restatement of the problem, a method to arrive at the solution, the solution, a discussion of readers' solutions, then readers' grades. In his discussion, Carroll relates that one reader accuses the senior knight of untruthfulness (this is rebutted by Carroll, using the knight's tone). Another reader answers the problem by extending the story (this is quoted). The poem of two readers answering the problem is also quoted. Knot II, Eligible Apartments. Professor Balbus, named after a hero with "anecdotes whose vagueness in detail was more than compensated by their sensational brilliance", is given a problem by students. The number of guests for a party is described in puzzling terms. He in turn creates a mathematical problem for them: two answers are required of readers.Solution: The mathematical problem is solved with the aid of a diagram. Those employing "guesswork" are given partial credit. One reader suggests the genealogical problem can be solved by "intermarriages", to which Carroll replies, "Wind of the western sea, you have had a very narrow escape! Be thankful to appear in the Class-list at all!" Knot III, Mad Mathesis. Overbearing aunt Mad Mathesis bets her niece that she can select a train from London that will pass more trains than her niece's does. The niece loses, but thinks she has found a solution to win, a second time.Knot IV, The Dead Reckoning. The two knights of Knot I, in a modern guise, are party to a dispute about the weight of passengers' bags lost overboard from a ship.Knot V, Oughts and Crosses. The aunt and niece from Knot III are in an art museum. Trading snipes as before, the aunt evades her niece's logical problem: the niece's preceptress had told her girls "The more noise you make the less jam you will have, and vice versa." The niece wants to know if this means that if they are silent, they will have infinite jam. Instead, her aunt responds with her own logical problem.