can you answer each question and type the correct code? please remember to type in all caps with no spaces…

can you answer each question and type the correct code? please remember to type in all caps with no spaces. puzzle #1 answer choices a: 12 b: 60 c: 2.5 d: 25 e: 5 f: 500 g: 1 h: 566.5 i: 0.25 a = 500(1 + \\frac{0.025}{12})^{12 \\cdot 5} 1 how much was your initial investment, in dollars? 2 what is your accounts interest rate percentage? 3 how many times per year is the interest in your account compounded? 4 how many years is your money in your account before it reaches a dollars? type the 4 - letter code into the answer box. all caps, no spaces. your answer this is a required question

can you answer each question and type the correct code? please remember to type in all caps with no spaces. puzzle #1 answer choices a: 12 b: 60 c: 2.5 d: 25 e: 5 f: 500 g: 1 h: 566.5 i: 0.25 a = 500(1 + \\frac{0.025}{12})^{12 \\cdot 5} 1 how much was your initial investment, in dollars? 2 what is your accounts interest rate percentage? 3 how many times per year is the interest in your account compounded? 4 how many years is your money in your account before it reaches a dollars? type the 4 - letter code into the answer box. all caps, no spaces. your answer this is a required question

Answer

Explanation:

Step1: Identify initial investment

The formula is $A = 500(1+\frac{0.025}{12})^{12\cdot5}$. The initial investment is the number outside the compound - interest part of the formula, which is 500.

Step2: Find interest rate percentage

The interest rate in the formula is 0.025. To convert it to a percentage, we multiply by 100, so $0.025\times100 = 2.5$.

Step3: Determine compounding frequency per year

The denominator of the fraction inside the parentheses is 12, which means the interest is compounded 12 times per year.

Step4: Find number of years

The exponent in the formula is $12\cdot5$. The number of years is 5.

Answer:

FCEE