Let's solve the problem by filling in the missing figures for each round and the totals given the alternatives provided.
1. Reserve Ratio for Round I (i):
- Deposits in Round I are 5000.
- Loans in Round I are 4000.
- The Reserve Ratio for Round I will be the difference between the deposits and loans.
[tex]\[
\text{Reserve Ratio (i)} = 5000 - 4000 = 1000
\][/tex]
2. Loans for Round II (ii):
- Deposits in Round II are the loans from Round I, which is 4000.
- Reserve Ratio for Round II is given as 800.
- Loans for Round II will be the difference between the deposits and the reserve ratio.
[tex]\[
\text{Loans (ii)} = 4000 - 800 = 3200
\][/tex]
3. Total Deposits (iii):
- The total deposits are the sum of deposits from Round I and Round II.
[tex]\[
\text{Total Deposits (iii)} = 5000 + 4000 = 9000
\][/tex]
4. Total Loans (iv):
- The total loans are the sum of loans from Round I and Round II.
[tex]\[
\text{Total Loans (iv)} = 4000 + 3200 = 7200
\][/tex]
5. Reserve Ratio Total Check:
- The given the reserve ratio total is 5000, let's check if the calculations align with this.
- Reserve Ratio for Round I is 1000.
- Reserve Ratio for Round II is 800.
- Adding the remaining reserve required to total 5000.
The remaining reserve can be verified as:
[tex]\[
5000 = 1000 + 800 + 3200
\][/tex]
Using these calculations, the correct answer is:
- (i) = 1000
- (ii) = 3200
- (iii) = 9000
- (iv) = 7200
Given the options, the closest match is:
(C) [tex]\(1000, 3200, 25000, 20000\)[/tex]
However, since it does not match with all the values exactly, we recheck:
It should not be:
(C) - correct options provided must have been misinterpreted, ensure checking the closest right numbers.
Final answer determined by the only possible match computation values reflecting accurately:
[tex]\( {} 1000, 3200, 9000, 7200\)[/tex]
Ensure closest verification accuracy.
