5. Trisha plans to invest $1,800.00 in a savings account. Savings account 1 earns 4% simple interest and savings account 2 earns 4% interest compounded quarterly. If she plans to deposit the $1,800.00 and leave it in the account for 2 years, in which savings account would she earn more interest? *savings account 1
savings account 2
The interest earned in both savings accounts will be the same.

Answers

Answer 1

Answer: The interest earned in both savings account will be the same.

Given:
Principal = 1,800
interest rate = 4%
term = 2 years

Savings Account 1 : simple interest
S.I = Principal x rate x term
= 1,800 x 0.04 x 2years
S.I = 144

Savings Account 2 : compound interest. Compounded quarterly for 2 years. The exponent is the number of times the interest is compounded.
4% is the annual rate. Since it is compound quarterly, 4% divide by 4 quarter is 1% per quarter.

C.I = Pricipal x (1+r/4)^t
C.I = 1,800 x 1.01⁸
= 1,800 x 1.08
C.I = 1,944

1,944 - 1800 = 144 interest earned.

Answer 2

Answer:

Answer:

savings account 2

Step-by-step explanation:

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41.77=r^3 find the original equation is 175=4/3 (pie) r^3

Answers

Hello!

I am assuming we want to find r. To do so we just find the cube root of 41.77, which is about 3.47.

Therefore, r is about 3.47.

I hope this helps!

$(4)/(3)\pi r^3=175\ \ \ |\cdot3\n\n4\pi r^3=525\ \ \ \ |:4\pi\n\nr^3=(525)/(4\pi)\to r=\sqrt[3]{(525)/(4\pi)}\to r\approx3.47$

3 pounds of gummy bunnies are selling for $4.00. How much will 2 pounds cost?

Answers

Most of the required important information's are already given in the question. Based on those given information's the answer to the question can be easily reached.
The cost of 3 pounds of gummy bunnies = $4
Then
The cost of 1 pound of gummy bunnies = (4/3) dollars
So
The cost of 2 pounds of gummy bunnies = (4/3) * 2 dollars
   = 8/3 dollars
   = 2 2/3 dollars
   = 2.67 dollars
So the cost of 2 pounds of gummy bunnies is 2 2/3 dollars or $2.67. I hope the procedure is simple enough for you to understand.

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Answers

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Answers

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Answers

I hope this will help you.

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