We will go through this formula for Bank A, Bank B and Bank C:
where,
N = Number of remittances
f = Face value
d = days of float
i = Annual opportunity cost
VC = Variable cost
by applying applying above formula, the above equation will be,
Group 1-
Bank A: 5000[$98*5*(10%/365)+$055] = $34,212
Bank B: 5000[$98*6*(10%/365)+$0.40] = $28,055
Bank C: 5000[$98*1*(10%/365)+$0.70] = $36,342
Group 2-
Bank A: 100000[$55*1*(10%/365)+$0.55] = $56,507
Bank B: 100000[$55*4*(10%/365)+$0.40] = $46,027
Bank C: 100000[$55*3*(10%/365)+$0.70] = $74,521
Group 3-
Bank A: 75000[$125*3*(10%/365)+$0.55] = $48,955
Bank B: 75000[$125*5*(10%/365)+$0.40] = $42,842
Bank C: 75000[$125*4*(10%/365)+$0.70] = $62,774
Now, will add Fixed Costs for each bank in each group so,
Bank A: $34,212 + $56,507 + $48,955 + $350 = $140,025
Bank B: $28,055 + $46,027 + $42,842 + $500 = $117,425
Bank C: $36,342 + $74,521 + $62,774 + $250 = $173,887
Therefor, Bank B offers the lowest cost i.e $117,425.
This is the best possible answer as per the knowledge of mine.
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