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Computer scientist: For several decades, the number of transistors on [#permalink]
i know that we will use <---> arrow rather than ----> arrow i just wanna ask that can i treat accompany as a word which will always use <---> arrow and can be treated it as general rule ,And can you plz tell me other word like accompany in which we use<---> arrow.
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Re: Computer scientist: For several decades, the number of transistors on [#permalink]
Akela wrote:
Computer scientist: For several decades, the number of transistors on new computer microchips, and hence the microchips’ computing speed, has doubled about every 18 months. However, from the mid-1990s into the next decade, each such doubling in a microchip’s computing speed was accompanied by a doubling in the cost of producing that microchip.

Which one of the following can be properly inferred from the computer scientist’s statements?

(A) The only effective way to double the computing speed of computer microchips is to increase the number of transistors per microchip.
(B) From the mid-1990s into the next decade, there was little if any increase in the retail cost of computers as a result of the increased number of transistors on microchips.
(C) For the last several decades, computer engineers have focused on increasing the computing speed of computer microchips without making any attempt to control the cost of producing them.
(D) From the mid-1990s into the next decade, a doubling in the cost of fabricating new computer microchips accompanied each doubling in the number of transistors on those microchips.
(E) It is unlikely that engineers will ever be able to increase the computing speed of microchips without also increasing the cost of producing them.



Must be true question type no outside information is allowed, only stimulus.

Fact sets not an argument.

1) For last 10-90 years transistors and computing speed --> has x2 every 18 months
2) However, from the mid-1990s to 2000, above 1) doubling was accompanied by x2 cost of producing that microchip


We need to find out some statement that lies within these given information

(A) we don't care about effective or other way - outside info - cannot be infered
(B) we don't care about the cost of computers either - outside info - cannot be infered
(C) close - but "any" attempt to harsh - we don't know it - cannot be infered
(D) bingo - this is exactly what mentioned in stimulus but rephrased one - correct
(E) "unlikely", "ever be able to" too harsh as well - we don't know it - cannot be infered

(D) is the answer.
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Re: Computer scientist: For several decades, the number of transistors on [#permalink]
akela wrote:
Computer scientist: For several decades, the number of transistors on new computer microchips, and hence the microchips’ computing speed, has doubled about every 18 months. However, from the mid-1990s into the next decade, each such doubling in a microchip’s computing speed was accompanied by a doubling in the cost of producing that microchip.

Which one of the following can be properly inferred from the computer scientist’s statements?

(A) The only effective way to double the computing speed of computer microchips is to increase the number of transistors per microchip.
(B) From the mid-1990s into the next decade, there was little if any increase in the retail cost of computers as a result of the increased number of transistors on microchips.
(C) For the last several decades, computer engineers have focused on increasing the computing speed of computer microchips without making any attempt to control the cost of producing them.
(D) From the mid-1990s into the next decade, a doubling in the cost of fabricating new computer microchips accompanied each doubling in the number of transistors on those microchips.
(E) It is unlikely that engineers will ever be able to increase the computing speed of microchips without also increasing the cost of producing them.



I think the key to answer this question is to realize the actual relationships between the following elements:

N: double number of transistors on new computer microchips
S: double the computing speed
C: double the cost

N & S: they HAPPEN at the same time. There is no Conditional/Causality relationship
S & C: they HAPPEN at the same time. There is no Conditional/Causality relationship

Hence when C happens, N also happens -> the answer is D

There are several things to discuss, though.
1) Does "each" indicates a conditional relationship. If so, is the relationship between S&C is a 1-way conditional relationship or is it a two-way conditional relationship. Since S --conditional--> C does not mean C--conditional-->S (reversal mistaken)
2) Does "accompany" indicates some kind of relationship between S and C?
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Re: Computer scientist: For several decades, the number of transistors on [#permalink]
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