Simple Interest 1
Which Simple Interest is Better?
Compound Interest 1
Which Compound Interest is Better?
Which is better?
100

Maya deposits $200 in a savings account with a 2% simple interest rate. How much interest will she earn after 1 year?

$4

100

Account A earns 2.5% simple interest annually. Account B earns 4% simple interest annually. You deposit $2,000 into each account for 3 years. How much more interest does Account B earn than Account A?

Account B earns $90 more interest than Account A.

100

You deposit $1,000 into a savings account with an annual interest rate of 5%, compounded annually. How much money will you have after 2 years?

$1,102.50

100

Account A offers 2.5% interest compounded annually, and Account B offers 3% interest compounded annually. You deposit $3,000 into each account for 2 years. How much more money does Account B earn than Account A?

Account B earns $30.82 more than Account A.

100

Lily is saving $2,000 for a vacation. She has two options for a savings account:

Option 1: A simple interest account that earns 4% annually.Option 2: A compound interest account that earns 3.5% annually.

If she plans to save for 2 years, which account will give her more money at the end of the period?

Simple Interest

200

Lily deposits $300 in a savings account with a 3% simple interest rate per year. How much interest will she earn if she keeps the money in the account for 2 years?

$18

200

You want to borrow $4,000. Bank X offers 5% simple interest annually for 4 years. Bank Y offers 6% simple interest annually for 3 years. Which loan results in less total interest, and by how much?

Bank Y results in $80 less interest paid than Bank X.

200

An account offers 4% annual interest compounded annually. You invest $2,500 into the account for 3 years. How much money you have?

$2,812.16

200

You invest $8,000 in two accounts:

Plan A: 3% annual interest compounded annually for 3 years. Plan B: 4% annual interest compounded annually for 3 years.

Which plan earns more, and by how much?

Plan B earns $257.09 more than Plan A.

200

David sets aside $800 in a fund for car maintenance. He has two choices:

Option 1: A simple interest account that earns 5% annually. Option 2: A compound interest account that earns 4.5% annually.

Which account will give him more money after 4 years?

Simple Interest

300

Max deposits $800 in a savings account that earns 4% simple interest per year. How much interest will he have earned if he leaves his money in the account for 3 years?

$96

300

You invest $6,000 into two accounts:

Account A: 3% simple interest annually for 5 years. Account B: 4.5% simple interest annually for 4 years.

Which account earns more interest, and by how much?

Account B earns $180 more interest than Account A.

300

You deposit $5,000 into an account with an annual interest rate of 6%, compounded annually. How much interest will you earn after 4 years?

$1,312.39

300

Account A offers 4% interest compounded annually, and Account B offers 5% interest compounded annually. You invest $10,000 in each account for 5 years. How much more money does Account B earn than Account A?

Account B earns $596.29 more than Account A.

300

Sophia is building her emergency savings. She deposits $1,500 into an account with two possible options:

Option 1: A simple interest account that earns 6% annually. Option 2: A compound interest account that earns 5.8% annually.

If she keeps the money in the account for 5 years, which option will grow her money the most, and by how much?

Compound Interest

400

Ana deposits $1,200 in a savings account with a 5% simple interest rate per year. How much interest will she earn in 4 years?

$240

400

You plan to save $10,000 and are deciding between two savings plans:

Plan A: 4% simple interest annually for 8 years. Plan B: 5% simple interest annually for 6 years.

Which plan results in more total savings, and what is the difference?

Plan A results in $200 more total savings than Plan B.

400

You invest $15,000 in an account with 5% annual interest compounded annually. How much will your investment be worth after 6 years?

$20,101.44

400

Loan A has an annual interest rate of 3.5% compounded annually for 6 years. Loan B has an annual interest rate of 4.5% compounded annually for 5 years. You borrow $15,000 from each bank. Which loan will cost you more, and by how much?

Loan B costs $233.94 more than Loan A.

400

Michael is planning for retirement. He invests $10,000 into a retirement account with two different interest plans:

Option 1: A simple interest plan that earns 4% annually. Option 2: A compound interest plan that earns 3.75% annually.

If Michael plans to retire in 10 years, which option will provide him with the larger balance, and by how much?

Compound Interest

500

Jamie saves $2,000 in a savings account that offers 6% simple interest per year. If she leaves her money in the account for 5 years, how much interest will she earn?

$600

500

You want to invest $20,000 for retirement. Two funds offer different simple interest rates:

Fund A: 3.5% annually for 10 years. Fund B: 5% annually for 7 years.

Which fund provides more total interest earned, and by how much?

Both funds result in the same total interest ($7,000).

500

A loan has an annual interest rate of 4%, compounded annually, with a principal of $10,000 for 5 years. How much will the loan be after 5 years?

$2,166.53

500

You invest $20,000 in three accounts:

Account A: 2.5% interest compounded annually for 5 years. Account B: 3% interest compounded annually for 4 years. Account C: 4% interest compounded annually for 3 years.

Which account earns the most interest, and how much more is it than the second-highest?

Account A earns the most, $118 more than Account B.

500

Emma wants to save $20,000 for her college tuition. She finds two accounts to grow her money:

Option 1: A simple interest account that earns 5% annually. Option 2: A compound interest account that earns 4.9% annually.

If she plans to leave the money in the account for 8 years, which option is better, and what is the difference in the total amount between the two?

Compound Interest

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