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  • Remainder
    Remainder

    Traumatized by an accident which ‘involved something falling from the sky’ and leaves him eight and a half million pounds richer but hopelessly estranged from the world around him, Remainder’s hero spends his time and money obsessively reconstructing and re-enacting vaguely remembered scenes and situations from his past: a large building with piano music in the distance, the familiar smells and sounds of liver frying and spluttering, lethargic cats lounging on roofs until they tumble off them...But when this fails to quench his thirst for authenticity, he starts re-enacting more and more violent events, as his repetition addiction spirals out of control. A darkly comic meditation on memory, identity and history, Remainder is a parable for modern times.

    Price: 8.99 £ | Shipping*: 3.99 £
  • Commercial Timing Rice Steaming Cabinet For Steamed Buns Dumplings Seafood Steamers
    Commercial Timing Rice Steaming Cabinet For Steamed Buns Dumplings Seafood Steamers

    Commercial Timing Rice Steaming Cabinet For Steamed Buns Dumplings Seafood Steamers

    Price: 506.99 € | Shipping*: 221.95 €
  • The Remainder : Shortlisted for the 2019 Man Booker International Prize
    The Remainder : Shortlisted for the 2019 Man Booker International Prize

    Santiago, Chile. The city is covered in ash. Three children of ex-militants are facing a past they can neither remember nor forget.Felipe sees dead bodies on every corner of the city, counting them up in an obsessive quest to square these figures with the official death toll.He is searching for the perfect zero, a life with no remainder.Iquela and Paloma, too, are searching for a way to live on.When the body of Paloma's mother is lost in transit, the three take a hearse and a bottle of pisco up the cordillera for a road trip with a difference.Intense, intelligent, and extraordinarily sensitive to the shape and weight of words, this remarkable debut presents a new way to count the cost of a pain that stretches across generations.

    Price: 10.00 £ | Shipping*: 3.99 £
  • Simulation Food Keychain Dumplings Baozi Noodles PVC Mini Boiled Key Chain Jiaozi Toys Bag Backpack
    Simulation Food Keychain Dumplings Baozi Noodles PVC Mini Boiled Key Chain Jiaozi Toys Bag Backpack

    Simulation Food Keychain Dumplings Baozi Noodles PVC Mini Boiled Key Chain Jiaozi Toys Bag Backpack

    Price: 0.78 € | Shipping*: 2.22 €
  • What are remainder stocks?

    Remainder stocks are the remaining inventory of a product that a retailer or manufacturer has not been able to sell. These stocks are often sold at a discounted price in order to clear out the remaining inventory and make room for new products. Remainder stocks can be a result of overproduction, slow sales, or seasonal items that are no longer in demand. Retailers may also purchase remainder stocks from manufacturers or distributors in order to offer discounted products to their customers.

  • What is the big-O-small-o notation in relation to the remainder term in Taylor's theorem?

    In Taylor's theorem, the big-O notation is used to represent the remainder term in the approximation of a function by its Taylor series. The big-O notation, denoted as O(x^n), signifies that the remainder term is bounded by a function that grows no faster than x^n as x approaches the center of the expansion. On the other hand, the small-o notation, denoted as o(x^n), indicates that the remainder term is bounded by a function that grows slower than x^n as x approaches the center of the expansion. These notations help quantify the accuracy of the Taylor series approximation.

  • What is the big-O-little-o notation in relation to the remainder term in the Taylor series?

    In the context of the Taylor series, the big-O notation is used to represent the remainder term in the series. The big-O notation, denoted as O(f(x)), represents the upper bound of the error between the Taylor series approximation and the actual function. On the other hand, the little-o notation, denoted as o(f(x)), represents a tighter upper bound on the error, indicating that the remainder term is smaller than the function being approximated. In summary, the big-O and little-o notations help quantify the accuracy of the Taylor series approximation by providing bounds on the error term.

  • What are interviewable numbers in a remainder?

    Interviewable numbers in a remainder are the numbers that are left over after division. These numbers are important because they provide information about the relationship between the dividend and the divisor. By analyzing the interviewable numbers in a remainder, one can gain insights into the division process and understand how the numbers are related to each other.

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  • Simulation Food Keychain Dumplings Baozi Noodles PVC Mini Boiled Key Chain Jiaozi Toys Bag Backpack
    Simulation Food Keychain Dumplings Baozi Noodles PVC Mini Boiled Key Chain Jiaozi Toys Bag Backpack

    Simulation Food Keychain Dumplings Baozi Noodles PVC Mini Boiled Key Chain Jiaozi Toys Bag Backpack

    Price: 0.78 £ | Shipping*: 2.22 £
  • 20Pcs Mini 1/6/12 Miniature Dollhouse Cartoon Steamed Buns Dumplings Doll House Kids Play Kitchen
    20Pcs Mini 1/6/12 Miniature Dollhouse Cartoon Steamed Buns Dumplings Doll House Kids Play Kitchen

    20Pcs Mini 1/6/12 Miniature Dollhouse Cartoon Steamed Buns Dumplings Doll House Kids Play Kitchen

    Price: 2.82 € | Shipping*: 1.95 €
  • 20Pcs Mini 1/6/12 Miniature Dollhouse Cartoon Steamed Buns Dumplings Doll House Kids Play Kitchen
    20Pcs Mini 1/6/12 Miniature Dollhouse Cartoon Steamed Buns Dumplings Doll House Kids Play Kitchen

    20Pcs Mini 1/6/12 Miniature Dollhouse Cartoon Steamed Buns Dumplings Doll House Kids Play Kitchen

    Price: 2.82 £ | Shipping*: 1.95 £
  • Automatic high speed Steamed Bread Baozi Mantou machine Steamed Stuffed Bun machine
    Automatic high speed Steamed Bread Baozi Mantou machine Steamed Stuffed Bun machine

    Automatic high speed Steamed Bread Baozi Mantou machine Steamed Stuffed Bun machine

    Price: 1038.19 € | Shipping*: 0 €
  • What is the Lagrange remainder formula?

    The Lagrange remainder formula, also known as the Taylor remainder theorem, is a mathematical formula used in calculus to estimate the error or remainder when approximating a function using its Taylor series. It provides a way to quantify how close the Taylor series approximation is to the actual function. The formula involves the use of the nth derivative of the function and a point within the interval of interest. The Lagrange remainder formula is a powerful tool for understanding the accuracy of Taylor series approximations and is widely used in various fields of mathematics and science.

  • Why do my steamed dumplings collapse?

    Steamed dumplings may collapse due to a few reasons. One common reason is that the dough may be too thin or not properly sealed, causing the dumplings to lose their shape during the steaming process. Another reason could be that the filling is too moist, causing the dumplings to become too heavy and collapse. Additionally, overcooking the dumplings can also cause them to collapse, as the dough becomes too soft and loses its structure. It's important to ensure that the dough is properly sealed and the filling is not too moist, and to avoid overcooking the dumplings to prevent them from collapsing.

  • How does polynomial division with remainder work?

    Polynomial division with remainder works by dividing one polynomial by another to find the quotient and remainder. Similar to long division with numbers, the process involves dividing the highest degree term of the dividend by the highest degree term of the divisor, then multiplying the divisor by the result and subtracting it from the dividend. This process is repeated with the result of the subtraction until the degree of the remainder is less than the degree of the divisor. The final result is the quotient and remainder.

  • Can there be a remainder when doing tower calculations?

    Yes, there can be a remainder when doing tower calculations. When performing tower calculations, the result of each operation may not always be a perfect multiple of the next operation. This can result in a remainder, which is the leftover value after performing the division. For example, when calculating the exponentiation of a tower of numbers, the result may not be a whole number, leaving a remainder.

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