Liam purchases a new smartphone for $700 using his credit card, which has an annual interest rate of 18% He plans to pay off the phone over 10 months. The credit card offers a grace period of 25 days. If Liam makes his first payment within the grace period, what is the total cost of the smartphone including interest? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
Bethany purchases a laptop for $800 on her credit card, which has a 20% annual interest rate. She pays off the purchase over 6 months. Assuming the credit card has a 30 -day grace period, how much total interest will she pay, rounded to the nearest dollar? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
Emilee makes a $600 purchase on a credit card with a 12% annual interest rate and a 25 -day grace period. If she pays off the purchase 12 months after the grace period, what is the total cost of her purchase including interest? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
Alex buys a computer for $1,200 using a credit card with a 10% annual interest rate. If he pays off the purchase over one year and the card has no grace period, what is the total cost of the computer including interest? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
A smartphone costing $500 is purchased using a credit card with a 10% annual interest rate. If the full payment is made within the 45 -day grace period, what is the total cost of the smartphone? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
Braxton buys furniture for $2,000 using a credit card with an 18% annual interest rate. If he pays off the purchase over 2 years, and there is no grace period, how much total interest will he pay? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
Emma makes a purchase of $250 on a credit card with an 18% annual interest rate. If she pays off the purchase in 3.5 months and the card has a 15 -day grace period, what is the total interest paid on her purchase? Formula: total cost=purchase amount+(purchase amount⋅interest rate)
Assuming the trend continues, after how many least months will the balance with minimum payments be more than double the balance with fixed payments?
After the first month, how much more does the fixed payment of $150 reduce the balance compared to the minimum payment?
After three months of payments, which statement is true regarding the remaining balance?
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