This month, Mr. Adil’s five credit card bills are in the ratio of 3 : 4 : 7 : 5 : 6 and the total bill on all his credit cards is Rs 183,525. If he pays the minimum payment due (5% of the outstanding balance) every month, then how much does he pay towards the 2nd credit card (as per the order given in the ratio mentioned earlier) this month?
Question
This month, Mr. Adil’s five credit card bills are in the ratio of 3 : 4 : 7 : 5 : 6 and the total bill on all his credit cards is Rs 183,525. If he pays the minimum payment due (5% of the outstanding balance) every month, then how much does he pay towards the 2nd credit card (as per the order given in the ratio mentioned earlier) this month?
Solution
To find out how much Mr. Adil pays towards the 2nd credit card this month, we need to follow these steps:
Step 1: Calculate the total ratio of the credit card bills. The given ratio is 3 : 4 : 7 : 5 : 6. Adding up the numbers in the ratio, we get 3 + 4 + 7 + 5 + 6 = 25.
Step 2: Calculate the amount of the 2nd credit card bill. Since the ratio of the 2nd credit card bill is 4 out of 25, we can find the amount by multiplying the total bill by the ratio: (4/25) * Rs 183,525 = Rs 29,364.
Step 3: Calculate the minimum payment due for the 2nd credit card. The minimum payment due is 5% of the outstanding balance. So, (5/100) * Rs 29,364 = Rs 1,468.20.
Therefore, Mr. Adil pays Rs 1,468.20 towards the 2nd credit card this month.
Similar Questions
What is a common method to calculate the minimum payment on a credit card?*The interest accrued for the monthA combination of a percentage of the balance and a fixed dollar amountA fixed dollar amount plus interestA flat percentage of the balance
A charge account had a balance of $972 on May 5. A purchase of $223 was made on May 17, and a payment of $125 was made on May 20. The interest on the average daily balance is 1.6% per month. Find the finance charge on the June 5 bill. (Round your answer to the nearest cent.)
Mia received a credit card offer in the mail. The credit card has an annual percentage rate of 26%. What is the approximate monthly interest rate that will apply to any unpaid balances on this credit card? Assume 12 equal months.Select answer from the options below26.0%.13.0%.4.1%.2.17%.
How much amount will be paid to creditor for ₹ 25,000 if ₹ 5,000 of the creditors are not to bepaid and the remaining creditors agree to accept 5% less amount?(A) ₹ 18,750(B) ₹ 19,000(C) ₹19,750(D) ₹ 20,000
A man lent out Rs.7200 partly at 5% simple interest and the rest at 12% simple interest. The total interest earned after years was Rs.1440. Find the ratio of sums lent at 5% and 12% respectively.
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.