| "The Cone" | |
|---|---|
| Short story by H. G. Wells | |
| Country | United Kingdom |
| Genre(s) | Science fiction, Horror fiction |
| Publication | |
| Published in | Unicorn |
| Media type | |
| Publication date | 18 September 1895 |
"The Cone" is a short story by H. G. Wells, first published in 1895 in Unicorn. It was intended to be "the opening chapter of a sensational novel set in the Five Towns", later abandoned.[1]
The story is set at an ironworks in Stoke-on-Trent, in Staffordshire. An artist is there to depict the industrial landscape; the manager of the ironworks discovers his affair with his wife, and takes him on a tour of the factory, where there are dangerous features.
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Transcription
Hi guys in this exercise we are executing the surface area for this conventional cone, it is the skin and the exterior space on the outside of this particular cone that what we are looking for. Now the good news is, there is one formula which we have just plug and play in there and you can calculate it confidently the complete answer for the surface area for this particular cone. Now we are going to take in 3 steps: step no.1 – is to work out the radius because we are given the diameter plus we are going to chop that in half; step no. 2 – we are going to write up the formula; and step no. 3 – we are going to plug and play the values in there and work out the complete entire total surface area for this cone. Now this cone is consist of 2 components, 2 parts and that’s the curve surface here, and the circle area at the base right over here and the formula will reflect that. Now all units are in centimeters so the answer will be in centimeters squared and the answer can be into one decimal place. So let’s begin, so first off, let’s work that out radius because we are given a diameter and we are going to chop that in half so the radius – R=1/2 x D, the diameter is given, the complete diameter right there, the base of this cone is 52 centimeters - so the radius for this cone is 26 centimeters that is really useful worthwhile to know because the formula needs the radius in there, now the good news is observed the formula is one complete formula and you just put all the values given in the whole complete surface area. So let’s do that now – surface area of a cone – equals pi R squared plus pi R L – ok let’s go through and let’s take a closer look for this formula – we have pi x R the radius we have already got that, that is going to be 26, plus pi times the radius again 26 as I said earlier and L, that capital L stands for the slant Length and that is the length that goes around there as a slant. Now is not the perpendicular height which is goes to the middle is the slant right along there so the good news is that, it goes straight to that, that L right there we have a value of 68.4cm . so let us plug and play, let us substitute this values into that formula and come up with a calculate complete entire surface area. Let us put in the radius, that as we said before is 26cm, so that will be 26squared, again 26 and the slant length 68.4. ok let us take a closer look at the formula again. The surface area of a cone, a conventional cone, pi x 26 squared that will give us the value of that circle area right there that blue component, plus this is the curve surface of the cone pi x R which is 26 in this case x 68.4 the slant length as I mentioned earlier. So let us plug all that into that formula into the calculator, let us go pi R x 26 squared that part only is going to give us 1 decimal place 2123.7, so now let us work out the cone part here which is pi R. real pi R x 26 x 68.4 that part the curve surface of the upper cone area that is going to give us a value of 5587.0 we do not to point on the zero but I am putting it in, 5587.0 for the cone part there and now is simply add this two guys together we will have the complete entire surface area for that conventional cone and that going to yield 2123.7 + 5587.0 = grand total entire surface area 7710.7 cm squared. Take a minute to check out our website at http://www.vividmaths.com. You will find additional resources, cheat sheets, transcripts and other math videos that are not available on Youtube. Lastly, don’t forget to subscribe to get access to all the ready answer for all your math questions plus other special offers.
Summary
Raut, an artist, is visiting Horrocks, manager of the Jeddah Company Blast Furnaces, in order to study the industrial sights. An affair has developed between Raut and Horrocks's wife; Horrocks, unexpectedly entering the room where they are talking on a midsummer evening, seems to suspect it.
Horrocks takes Raut to show him around.
A blue haze, half dust, half mist, touched the long valley with mystery. Beyond were Hanley and Etruria, grey and dark masses, outlined thinly by the rare golden dots of the street lamps.... Here and there a pallid patch and ghostly stunted beehive shapes showed the position of a pot-bank, or a wheel, black and sharp against the hot lower sky, marked some colliery where they raise the iridescent coal of the place. Nearer at hand was the broad stretch of railway, and half invisible trains shunted... And to the left, between the railway and the dark mass of the low hill beyond, dominating the whole view, colossal, inky-black, and crowned with smoke and fitful flames, stood the great cylinders of the Jeddah Company Blast Furnaces... They stood heavy and threatening, full of an incessant turmoil of flames and seething molten iron, and about the feet of them rattled the rolling-mills, and the steam hammer beat heavily and splashed the white iron sparks hither and thither.
They walk towards Horrocks's ironworks. "'You see the fine effect of the railway signals towards Burslem,' said Horrocks, suddenly breaking into loquacity, striding fast, and tightening the grip of his elbow the while. 'Little green lights and red and white lights, all against the haze. You have an eye for effect, Raut. It's a fine effect.'" The route takes them near the railway line, and Raut wonders if Horrocks, guiding him roughly by the arm, is trying to push him into danger.
In the factory, Horrocks shows him the cone over the "throat" of a furnace, which is held from above by a chain; the cone shuts off the heat from the furnace to save energy, and is regularly lowered by the chain so that more fuel can be added.
Finally Horrocks seizes Raut by the arm; Raut loses his balance and he falls, saving himself by clutching the chain of the cone. "Horrocks, he saw, stood above him by one of the trucks of fuel on the rail. The gesticulating figure was bright and white in the moonlight, and shouting, 'Fizzle, you fool! Fizzle, you hunter of women!...' Suddenly he caught up a handful of coal out of the truck, and flung it deliberately, lump after lump, at Raut."
The cone drops and hot gas escapes from the furnace; Raut's end is described in macabre detail.
Writing and publication
Wells lived in Staffordshire for a few months in 1888, in Basford, near to Etruria where there were ironworks.[1][2] This period saw his first contact with industrial England. Wells found "the strange landscape of the Five Towns with its blazing iron foundries, its steaming canals, its clay whitened pot-banks and the marvellous effects of dust and smoke-laden atmosphere, very stimulating".[3] "The Cone" includes evocative descriptions of the sights and sounds of the industrial landscape.
"The Cone" was included in the collection of Wells short stories The Plattner Story and Others, published by Methuen & Co. in 1897. It was reprinted in The Country of the Blind and Other Stories, a collection of short stories by Wells published by Thomas Nelson & Sons in 1911.[4]
References
- ^ a b John R. Hammond (22 July 2014). A Preface to H G Wells. Routledge. pp. 90–. ISBN 978-1-317-87701-1.
- ^ H. G. Wells writer stayed in this house during the year 1888. Open Plaques, accessed 12 May 2016.
- ^ Wells, H. G. (1934). "Chapter the Sixth: Struggle for a Living". Experiment in Autobiography. Archived from the original on 25 October 2017.
- ^ The Cone title listing at the Internet Speculative Fiction Database, accessed 15 August 2015.
External links
- The complete short fiction of H. G. Wells at Standard Ebooks
The Cone public domain audiobook at LibriVox- The Cone audiobook with video at YouTube
- The Cone audiobook at Libsyn
This page was last edited on 13 January 2024, at 16:46