With only a​ part-time job and the need for a professional​ wardrobe, Rachel quickly maxed out her credit card the summer after graduation. With her first​ full-time paycheck in​ August, she vowed to pay ​$300300 each month toward paying down her $ 10 comma 339$10,339 outstanding balance and not to use the card. The card has an annual interest rate of 2222 percent. How long will it take Rachel to pay for her​ wardrobe? Should she shop for a new​ card? Why or why​ not? ​Note: Round intermediate computations to at least five​ (5) decimal places.       Question content area bottom Part 1 If Rachel continues to pay ​$300300 per​ month, it will take her enter your response here months to pay for her wardrobe. ​ (Round to the nearest​ month.)

With only a​ part-time job and the need for a professional​ wardrobe, Rachel quickly maxed out her credit card the summer after graduation. With her first​ full-time paycheck in​ August, she vowed to pay ​$300300 each month toward paying down her $ 10 comma 339$10,339 outstanding balance and not to use the card. The card has an annual interest rate of 2222 percent. How long will it take Rachel to pay for her​ wardrobe? Should she shop for a new​ card? Why or why​ not? ​Note: Round intermediate computations to at least five​ (5) decimal places.

Jennifer Lee, an engineering major in her junior year, has received in the mail two guaranteed-line-of-credit applications from two different banks. Each bank offers a different annual fee and finance charge. Jennifer expects her average monthly balance after payment to be $500 and plans to keep the card she chooses for only 24 months. (After graduation, she will apply for a new card.) Jennifer's interest rate (on her savings account) is 8% compounded daily. Terms                    Bank A                                        Bank B                Annual fee             $2S                                             FreeFinance charge     1.65% monthly interest rate       20% annual percentage rate(a) Compute the effective annual interest rate for each card.(b) Which bank's credit card should Jennifer choose?

With only a​ part-time job and the need for a professional​ wardrobe, Rachel quickly maxed out her credit card the summer after graduation. With her first​ full-time paycheck in​ August, she vowed to pay ​$300300 each month toward paying down her $ 10 comma 339$10,339 outstanding balance and not to use the card. The card has an annual interest rate of 2222 percent. How long will it take Rachel to pay for her​ wardrobe? Should she shop for a new​ card? Why or why​ not?

Jennifer Lee, an engineering major in her junior year, has received in the mail two guaranteed-line-of-credit applications from two different banks. Each bank offers a different annual fee and finance charge. Jennifer expects her average monthly balance after payment to be $500 and plans to keep the card she chooses for only 24 months. (After graduation, she will apply for a new card.) Jennifer's interest rate (on her savings account) is 8% compounded daily. (a) Compute the effective annual interest rate for each card.(b) Which bank's credit card should Jennifer choose?

Kim is trying to decide whether she can afford a loan she needs in order to go to chiropractic school. Right now Kim is living at home and works in a shoe store, earning a gross income of $970 per month. Her employer deducts $221 for taxes from her monthly pay. Kim also pays $98 on several credit card debts each month. The loan she needs for chiropractic school will cost an additional $109 per month. Help Kim make her decision by calculating her debt payments-to-income ratio with and without the college loan. (Remember the 20 percent rule.) (Enter your answers as a percent rounded to 2 decimal places.) Debt Payments-to-Income Ratio Ratio with college loan Ratio without college loan

Maria Turner just graduated from college with a degree in accounting. She planned to enroll immediately in the master's program at her university but has been offered a lucrative job at a well-known company. The job is exactly what Maria hoped to find after obtaining her graduate degree. In anticipation of master's program classes, Maria already spent $450 to apply for the program. Tuition is $8,000 per year, and the program will take two years to complete. Maria's expected salary after completing the master's program is approximately $60,000. If she pursues the master's degree, Maria would stay in her current home that is near the campus and costs $600 per month in rent. She also would remain at her current job that pays $25,000 per year. Additionally, Maria's immediate family is nearby. She spends considerable time with family and friends, especially during the holidays. This would not be possible if she accepts the job offer because of the distance from her new location. The job…

Maria Turner just graduated from college with a degree in accounting. She planned to enroll immediately in the master’s program at her university but has been offered a lucrative job at a well-known company. The job is exactly what Maria hoped to find after obtaining her graduate degree. In anticipation of master’s program classes, Maria already spent $450 to apply for the program. Tuition is $8,000 per year, and the program will take two years to complete. Maria’s expected salary after completing the master’s program is approximately $60,000. If she pursues the master’s degree, Maria would stay in her current home that is near the campus and costs $600 per month in rent. She also would remain at her current job that pays $25,000 per year. Additionally, Maria’s immediate family is nearby. She spends considerable time with family and friends, especially during the holidays. This would not be possible if she accepts the job offer because of the distance from her new location. The job…

A local firm sponsors a student loan program for the children of employees.No interest is charged until graduation, and then the interest rate is 5%. Maria borrows $9000 per year, and she graduates after 4 years. Since tuition must be paid ahead of time, assume that she borrows the money at the start of each year. If Maria makes five equal annual payments, what is each payment? Use the cash flow from when she started borrowing the money to when it is all paid back, and then calculate the internal rate of return for Maria’s loan. Is this arrangement attractive to Maria?