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A man has 6 small chains of silver

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Intern
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Joined: 04 Feb 2018
Posts: 34
Location: India
Concentration: Marketing, Technology
A man has 6 small chains of silver  [#permalink]

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New post 21 Jan 2019, 08:58
2
00:00
A
B
C
D
E

Difficulty:

  95% (hard)

Question Stats:

25% (02:56) correct 75% (01:58) wrong based on 29 sessions

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A man has 6 small chains of silver, each containing 3 links. He wants to create one large straight chain of 18 links. (Two chains can be connected by cutting open one link, inserting it through a link of the other chain and welding it shut again). If the cutting operation costs $30 and the welding operation costs $20, what is the minimum cost, in dollars, he will incur to create the completed chain?

Options:
1. 150

2. 200

3. 230

4. 250

5. 300

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Joined: 09 Mar 2018
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A man has 6 small chains of silver  [#permalink]

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New post 21 Jan 2019, 09:28
disenapati wrote:
A man has 6 small chains of silver, each containing 3 links. He wants to create one large straight chain of 18 links. (Two chains can be connected by cutting open one link, inserting it through a link of the other chain and welding it shut again). If the cutting operation costs $30 and the welding operation costs $20, what is the minimum cost, in dollars, he will incur to create the completed chain?

Options:
1. 150

2. 200

3. 230

4. 250

5. 300


We have 6 small chains of silver, each containing 3 links, Total links will be 18. He wants to create one large straight chain of 18 links(Visualize is the key here)

cutting operation costs $30(CC)
welding operation costs $20(WC)

Number of times cut = x
Number of times weld =y

30 * x + 20 * y = Sum

Maximum cost will be 5 times cut and 5 times weld = 30*5 + 20*5 = 250, remove D and E.

When we make 4 cuts and 4 welds, we can get the minimum value
weld -cut -weld -cut- center -cut- weld- cut- weld -> center signifies the 1st chain

30*4 + 20*4 = 200

Answer B
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Intern
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Joined: 28 Nov 2014
Posts: 9
Location: India
Concentration: Marketing, Finance
GMAT 1: 570 Q47 V23
GMAT 2: 610 Q47 V27
GMAT 3: 640 Q48 V31
WE: Account Management (Advertising and PR)
Re: A man has 6 small chains of silver  [#permalink]

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New post 21 Jan 2019, 09:33
Answer should be B in my opinion

3 links of 1st chain can be broken which would cost us $90(3*$30)
2nd and 3rd chain can be linked with the first broken link from 1st chain,Which cost $20
3rd and 4th chain can be linked with the second broken link from 1st chain,Which cost $20
4th and 5th chain can be linked with the third broken link from 1st chain,Which cost $20

First link of the 6th chain can be broken for $30 and linked with chain 5th chain end for $20

So in total 3*30+3*20+30+20=200

Correct me if i am wrong.
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Joined: 04 Feb 2018
Posts: 34
Location: India
Concentration: Marketing, Technology
Re: A man has 6 small chains of silver  [#permalink]

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New post 21 Jan 2019, 10:23
arunshankarkkkk wrote:
Answer should be B in my opinion

3 links of 1st chain can be broken which would cost us $90(3*$30)
2nd and 3rd chain can be linked with the first broken link from 1st chain,Which cost $20
3rd and 4th chain can be linked with the second broken link from 1st chain,Which cost $20
4th and 5th chain can be linked with the third broken link from 1st chain,Which cost $20

First link of the 6th chain can be broken for $30 and linked with chain 5th chain end for $20

So in total 3*30+3*20+30+20=200

Correct me if i am wrong.


ya, you are correct !!
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GMAT Club Bot
Re: A man has 6 small chains of silver   [#permalink] 21 Jan 2019, 10:23
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