A dance teacher ordered outfits for students for a dance recital. Outfits for boys cost $\$26$, and outfits for girls cost $\$35$. The dance teacher ordered a total of 28 outfits and spent $\$881$. If $b$ represents the number of outfits the dance teacher ordered for boys and $g$ represents the number of outfits the dance teacher ordered for girls, which of the following systems of equations can be solved to find $b$ and $g$?

Question

Accepted Answer

$26b+35g=881$

$b+g=28$

Answer

$26b+35g=28$

$b+g=881$

Answer

$26g+35b=28$

$b+g=881$

Answer

$26g+35b=881$

$b+g=28$