The table below gives the estimated carbon dioxide $(C{O}_2)$ emissions of a random planet over the last century. The $C{O}_2$ estimates are expressed in millions of metric tons. Complete parts a through $d$ below.

$\backslash$table$[[$Year$,1900,1910,1920,1930,1940,1950],[C{O}_2$ emissions,$559,823,911,1013,1219,1617],[$Year$,1960,1970,1980,1990,2000,],[C{O}_2$ emissions,$2510,4033,5383,6158,6653,]]$

d$.$ Graph $f(x)$ and estimate the year when emissions will be at least double what they were in $2000.$

Choose the correct graph below. All graphs are shown on a scale of $0,110,10$ by $0,7000,500,$ where the $x-$axis represents the year since $1900$ and the $y-$axis represents $C{O}_2$ emission levels.

A$.$

B$.$

c$.$

D$.$

Q

The estimated year that emissions will be at least double what they were in $2000$ is $($Round to the nearest whole number as needed.$)$