According to Gordon Moore’s revised prediction in 1975, how long will it take for the number of transistors in an integrated circuit to double?

[Fill in the blank]
years

Question

According to Gordon Moore’s revised prediction in 1975, how long will it take for the number of transistors in an integrated circuit to double?
 
[Fill in the blank]
 years

BlackTom AI · Accepted Answer

The question concerns Gordon Moore’s revised prediction from 1975 about the doubling time of transistors on a chip.
First, consider what Moore originally stated: roughly a doubling of transistors every two years, which became known as Moore's Law. In 1975, Moore revised this estimate to a shorter timespan due to accelerating improvements in semiconductor fabrication.
Next, identify the commonly cited revised doubling time: it is about 18 months, meaning the number of transistors would double roughly every one and a half years.
To apply this to a fill-in-the-blank format that asks for a number of years, convert 18 months to years. Since 12 months make 1 year, 18 months equal 1.5 years. Therefore, the appropriate value to fill in is 1.5 years.
If one were to consider only full-year approximations, one might round to 2 years, but that would revert to the original two-year cadence rather than the revised 18-month forecast. The nuance here is recognizing the 1975 revision explicitly to 18 months.
In summary, Moore’s revised prediction tightens the cadence from two years to about one and a half years, reflecting faster expected progress in transistor density.

According to Gordon Moore’s revised prediction in 1975, how long will it take for the number of transistors in an integrated circuit to double? [Fill in the blank] years Multiple fill-in-the-blank

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