According to a recent census, a certain country is becoming more diverse. Based on the census population projections for $2000$ to $2050,$ the projected population of minorty $1($in millions$)$ can be modeled by the exponential function $fy=38\mathrm{.}15(1\mathrm{.}02{)}^1,$ theret$-0$ ceresponds to $2000$ and $0\mathrm{.}51650$ Answer pats $($a$)$ through $($e$)$

$($a$)$ Find the projected population of minonty $1$ for $2004$

The projected population of minority $1$ is $4244$ million

$($Type an integer or decimal rounded to two decimal places as needed$)$

Compare the projection to the actual value of $43\mathrm{.}16$ million.

The projected value is $q,$ the actual value.

$($b$)$ The population of minority $2$ is also growing exponentially, and the projected population of minority $2($in millions$)$ can be modeled by the exponential function $g(t)=11,17(1,021{)}^f,$ where $t=0$ corresponds to $2000$ and $0150.$ Find the projectied population of minority $2$ for $2004$

The projected population of minority $2$ is $q,$ million.

$($Type an integer or decimal rounded to two decimal places as needed$)$