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aleksandrvk [35]
3 years ago
10

Pat invested a total of $3,000. Part of the money was invested in a money market account that paid 10 percent simple annual inte

rest, and the remainder of the money was invested in a fund that paid 8 percent simple annual interest. If the interest earned at the end of the first year from these investments was $256, how much did Pat invest at 10 percent and how much at 8 percent?
Business
1 answer:
Nana76 [90]3 years ago
8 0

Answer:

how much did Pat invest at 10 percent and how much at 8 percent?

2200 10%

 800  8%

Explanation:

I=C*%I*T

I=C1*0,08*1+C2*0,10*1

3000=C1+C2

C1=3000-C2

256=(3000-C2)*0,08+C2*0,10

256=240-0,08C2+O,10C2

16=0,02C2

C2=800

C1=2200

I=2200*0,1= 176

I=800*0,08=80

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you are billed $300 at 5% simple interest for 2 years but given an opportunity to pay only 3% compound interest for 2 years. Whi
balandron [24]
This question is a bit tricky to answer because it does not state how often interest rate is applied so lets say for the simple 5% interest rate the rate of interest was calculated after 2 years you would pay a total interest of $15 since interest was only calculated once but for the 3% calculating every year with compound it would be a total of 18.27 dollars in interest but then you would have to calculate the 5% simple interest the same way which would total to $30 if calculated once a year being more than the 3% compound. But lets say interest is calculated once a month your total for the 5% simple interest would be $360 dollars interest for those 2 years and the 3% compound would be $406.97 dollars in interest. So over all the less amount of times interest compounds the less interest there is making it more worth than the simple but if the compounding occurs more frequently the simple 5% interest is more worth it. In this situation I think it might just be yearly interest which makes the 3% compound more worth taking for this short amount of time.
6 0
2 years ago
g Cathy Rogers deposits $200 in currency in her checking account at a bank. This deposit is treated as:
Step2247 [10]

Answer: 4) No change in the money supply because the $200 in currency has been converted to a $200 increase in checkable deposits

Explanation:

The money supply refers to the total amount of money currently in circulation. In this instance it remains the same because no new money was introduced into the economy.

All that has happened is that Ms. Rogers took her $200 which was already in circulation and part of money supply and deposited it in her checking account. The money is therefore still in circulation, just not in immediate cash.

Money supply therefore remains the same.

4 0
3 years ago
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Feliz [49]
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7 0
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Refer to the T-account below: Manufacturin Overhead (2) (3) (4) (5) 9,000 (12) 15,000 80,000 30,000 159,000 Bal. 167,000 167,000
Flura [38]

Answer:

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