Answer:
correct option is e. 36.5%
Step-by-step explanation:
given data
Barber's capital balance = $285,000
Atkins capital balance = $370,000
net income = $250,000
Barber withdrew = $90,000
Atkins withdrew = $100,000
solution
we get here first beginning total capital balance that is
beginning total capital balance = $285,000 + $370,000
beginning total capital balance = $655,000
and
here Total drawings is = $90,000 + $100,000
Total drawings is $190,000
so
ending total capital will be as
ending total capital = beginning total capital balance + net income - Total drawings ............1
ending total capital = $655,000 + $250,000 - $190,000
ending total capital = $715000
and
Average capital will be
Average capital = ( beginning total capital + ending total capital ) ÷ 2
Average capital =
Average capital = $685,000
so here Return on equity will be as
Return on equity = Net Income ÷ Average Capital ..............2
Return on equity =
× 100
Return on equity = 36.50 %
so correct option is e. 36.5%