Question 164838
So in 1990, n=2, {{{T=2*275000=2^1*275000}}}
In 1992, n=4, {{{T=2*2*275000=2^2*275000}}}
In 1994, n=6, {{{T=2*2*2*275000=2^3*275000}}}
In 1996, n=8, {{{T=2*2*2*2*275000=2^4*275000}}}
If we look at the exponent of 2, it is always 1/2 of n or (n/2).
{{{T=275000*2^(n/2)}}}
where T is the number of transmitters (transistors?) and n is the number of years after 1988.