雅思阅读真题(Part 1)

The origins of cinema

Part 1 · 最近考试:2026.9.23浙江科技大学

文章内容(节选)

The 19th-century inventions which led to the birth of the movies

 

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题目与答案

  1. 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)_____

    答案:paper

    原文定位:Horner's device consisted of a hollow drum, rotated by means of a crank. Around the drum's inner surface was a strip of paper with a sequence of paintings, drawings, or illustrations on it

    同义替换:「」↔「a strip of paper with a sequence of paintings, drawings, or illustrations on it」

  2. 10 William Dickson's system of powering a movie camera with a motor was used for a great many year.
    • TRUE
    • FALSE
    • NOT GIVEN

    答案:FALSE

    原文定位:Although its bulky motor was soon to be replaced with a lightweight hand‑crank mechanism, the Kinetograph set the standard for the motion picture cameras that would be used for the next century

    同义替换:「was used for a great many year」↔「was soon to be replaced」

  3. 11 Several movies made for the cylinder Kinetoscope are still in existence today.
    • TRUE
    • FALSE
    • NOT GIVEN

    答案:FALSE

    原文定位:Around that same time, he filmed his first experimental Kinetoscope trial film, Monkeyshines No. 1, the only surviving film from the cylinder Kinetoscope

    同义替换:「Several movies」↔「the only surviving film」,「cylinder Kinetoscope」↔「cylinder Kinetoscope」,「still in existence today」↔「surviving」

  4. 12 The Lumiere brothers' invention was used to make and show movies.
    • TRUE
    • FALSE
    • NOT GIVEN

    答案:TRUE

    原文定位:They created their own multi‑purpose device, which combined camera, printer, and projecting capabilities, was more profitable than Edison and Dickson's model, because a number of spectators could watch the film on a large screen at the same time

    同义替换:「The Lumiere brothers' invention」↔「They created their own multi‑purpose device」,「used to make and show movies」↔「combined camera, printer, and projecting capabilities」

  5. 13 None of the audience at the Salon Indien in December 1895 had ever seen a motion picture before.
    • TRUE
    • FALSE
    • NOT GIVEN

    答案:NOT GIVEN

    原文定位:On December 28, 1895, the Lumières presented the first commercial exhibition of a projected motion picture to a paying public in the world's first movie theatre in the Salon Indien

    同义替换:「Salon Indien」↔「Salon Indien」,「audience」↔「paying public」,「None of the audience had ever seen a motion picture before」↔「the first commercial exhibition of a projected motion picture」

  6. _____

    答案:slits

    原文定位:As the device turned, the viewer could observe the illusion of moving images through regularly spaced narrow slits

    同义替换:「」↔「regularly spaced narrow slits」

  7. _____

    答案:drum

    原文定位:Horner's device consisted of a hollow drum, rotated by means of a crank

    同义替换:「」↔「hollow drum」

  8. _____

    答案:crank

    原文定位:Horner's device consisted of a hollow drum, rotated by means of a crank

    同义替换:「」↔「rotated by means of a crank」

  9. | Year | Invention | Description |
    | --- | --- | --- |
    | 1861 | Kinetatoscope | displayed 3D images on 5_____ |
    | 1870 | Phasmatrope | showed an audience images with illusion of 6..... |
    | 1877 | Praxinoscope | an improved version of the 7..... |
    | 1879 | Zoopraxiscope | projected pictures from a 8..... |
    | 1890 | Kinetograph | a motion-picture camera moving a film through its sprocket system |

    答案:plates

    原文定位:In 1861, the US inventor Coleman Sellers patented the Kinetatoscope, a device containing a sequence of stereoscopic (3D) photos on glass plates

    同义替换:「Kinetatoscope」↔「Kinetatoscope」,「images」↔「photos」

  10. | Year | Invention | Description |
    | --- | --- | --- |
    | 1861 | Kinetatoscope | displayed 3D images on 5..... |
    | 1870 | Phasmatrope | showed an audience images with illusion of 6_____ |
    | 1877 | Praxinoscope | an improved version of the 7..... |
    | 1879 | Zoopraxiscope | projected pictures from a 8..... |
    | 1890 | Kinetograph | a motion-picture camera moving a film through its sprocket system |

    答案:motion

    原文定位:On February 5th of that year, Heyl delighted audiences at the Academy of Music in Philadelphia with his photographs of dancers, shown in rapid succession so as to create the impression of motion

    同义替换:「Phasmatrope」↔「Phasmatrope」,「showed an audience images」↔「delighted audiences with his photographs」,「illusion」↔「impression」

  11. | Year | Invention | Description |
    | --- | --- | --- |
    | 1861 | Kinetatoscope | displayed 3D images on 5..... |
    | 1870 | Phasmatrope | showed an audience images with illusion of 6..... |
    | 1877 | Praxinoscope | an improved version of the 7_____ |
    | 1879 | Zoopraxiscope | projected pictures from a 8..... |
    | 1890 | Kinetograph | a motion-picture camera moving a film through its sprocket system |

    答案:Zoetrope

    原文定位:Devised in 1877 by Frenchman Charles Emile Reynaud, this refined version of the Zoetrope had mirrors at the centre of the drum

    同义替换:「improved」↔「refined」

  12. | Year | Invention | Description |
    | --- | --- | --- |
    | 1861 | Kinetatoscope | displayed 3D images on 5..... |
    | 1870 | Phasmatrope | showed an audience images with illusion of 6..... |
    | 1877 | Praxinoscope | an improved version of the 7..... |
    | 1879 | Zoopraxiscope | projected pictures from a 8_____ |
    | 1890 | Kinetograph | a motion-picture camera moving a film through its sprocket system |

    答案:disc

    原文定位:Images appeared on a screen, having been projected from a series of photos printed on a disc that turned when the machine was operating

    同义替换:「Zoopraxiscope」↔「Zoopraxiscope」,「pictures」↔「a series of photos」

  13. 9 The advantage of Etienne-Jules Marey's invention was the speed with which it could record images.
    • TRUE
    • FALSE
    • NOT GIVEN

    答案:TRUE

    原文定位:However, true motion pictures, rather than eye‑fooling 'animations', could only occur after French innovator and physiologist Etienne‑Jules Marey, often constructing a camera that could take 12 photographs per second. Marey's chronophotographs, as he called them, were revolutionary, and he was soon able to achieve a rate of 30 images per second

    同义替换:「Etienne‑Jules Marey」↔「Etienne‑Jules Marey」,「advantage」↔「revolutionary」,「speed with which it could record images」↔「achieve a rate of 30 images per second」

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