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Cindy has been working for 8 years, and she's built up a huge emergency fund \( --\$ 45,000 \), which would be 6 months of her salary. She's hoping to earn a bit more interest than she currently is with that \( \$ 45,000 \) just sitting in her traditional bank's savings account. Which account would you recommend? Why? 7. Janelle likes to keep all her savings goals separate, so she has an account for each one, including an account to save for her coliege textbooks every semester. She buys books about every 6 months, with roughly \( \$ 550 \) due each time. She likes to save the money up in installments, with auto-deposits from each of her twice monthly paychecks. She's wondering if her online savings account, earning \( 0.75 \% \), is still her best option for monthly deposits toward her textbooks. Which account would you recommend? Why?

Ask by Lee Mccoy. in the United States
Jan 23,2025

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For Cindy, switching to a high-yield savings account would earn her more interest on her \$45,000 emergency fund. For Janelle, using a high-yield savings account or a money market account would provide better interest rates for her regular textbook savings.

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Beyond the Answer

Cindy could consider a high-yield savings account or a money market account. These options typically offer a much higher interest rate than traditional savings accounts, often ranging between 1.00% to 4.00%. The beauty of these accounts is that they remain liquid, meaning Cindy can access her funds easily in case of an emergency, while her money works harder for her. This strategy helps her grow her emergency fund over time without compromising easy access. For Janelle, a dedicated high-yield savings account specifically for her textbooks can be a great fit. A high-yield account often features rates above 2%, which means her money can grow faster than in her current account. She could set up a recurring deposit according to her budgeting plans, ensuring that she meets her textbook expenses without stressing about it. Plus, if the account compounds interest monthly, that could slightly boost her savings every six months when she needs the funds!

Related Questions

Samson opened a bank account with \( 1.25 \% \) simple interest. The total amount of interest Samson will earn after 20 years is \( \$ 812.50 \). How much did Samson deposit when he opened the account? Which equation represents the total interest, \( T \), earned when the principal amount is \( \$ 100 \), the annual simple interest rate is \( 1 \% \), and the number of years is 10 ? (A) \( T=100 \cdot(10+0.1) \) (C) \( T=100 \cdot 0.1 \cdot 10 \) (B) \( T=100 \cdot(10+0.01) \) (D) \( T=100 \cdot 0.01 \cdot 10 \) 3. Mika opened a bank account that earns simple interest with an initial deposit of \( \$ 2,200 \). She made no other transactions throughout the year. At the end of the year, Mika had \( \$ 2,260.50 \) in her account. What was the simple interest rate? 4. Vince borrows \( \$ 900 \) to buy a couch. He will pay off the loan by paying \( 1.5 \% \) simple interest for 2 years. Vince incorrectly calculates the amount he will pay back using the expression below. \[ 900+900(1.015 \cdot 2) \] What is the correct amount Vince will pay back altogether? Explain the error in Vince's expression. 5. Darryl deposits \( \$ 1,500 \) into a savings account that has a simple interest rate of \( 2.7 \% \). Lori deposits \( \$ 1,400 \) into a savings account that has a simple interest rate of \( 3.8 \% \). If no other transactions are made, who will have more money in their account after 10 years? How much more? (A) After 10 years, Lori will have \( \$ 27 \) less than Darryl. (B) After 10 years, Lori will have \( 1.1 \% \) more than Darryl. (C) After 10 years, Darryl will have \( \$ 16.50 \) more than Lori. (D) After 10 years, Lori will have \( \$ 27 \) more than Darryl.
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