Alizeh invests $10,000 in an actively managed mutual fund that has an annual expense ratio of 1.3%. The investment earns a 7% rate of return.

How much did she make in one year on her investment with the 7% rate of return?
How much does she pay in fees for her actively managed mutual fund?
At the end of the year, what’s the total value (AFTER FEES) of Alizeh’s mutual fund?

Answers

Answer 1

Answer:

Alizeh

The total value (AFTER FEES) of Alizeh’s mutual fund is:

$10,570.

Explanation:

a) Data and Calculations:

Investment in mutual fund = $10,000

Annual expense ratio = 1.3%

Rate of return on investment = 7%

b) Annual return on investment = $700 ($10,000 * 7%)

c) Annual fees for her actively managed mutual fund = $130 ($10,000 * 1.3%)

d) At the end of the year, the total value (after fees) of Alizeh's mutual fund:

Investment in mutual fund = $10,000

Annual return on investment = $700

Annual fees for mutual fund = ($130)

Total value =                         $10,570

Answer 2

The total amount at the end of the year is the sum of the Principal ,ROI and

the expense which is   $10,570

Mutual Fund/Investment

Given Data

Principal = $10,000Expense ratio = 1.3%Ratet = 7%

1. Let us find the ROI

= 7/00*10000

=0.07*10000

= $700

2. Let us find the fees/expense

= 1.3/100*10000

= 0.013*10000

= $130

hence the total amount at the end will be = 10,000+700+130 =   $10,570

learn more about mutual funds here:

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#Carry on learning po

You want to use the dist() method. Which line will allow you to enter the following code in IDLE?
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from dist import math
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Answers

Answer:

from math import dist

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The dist() method is a part of the math module. So, to include it you have to use the following line of code:

from math import dist

hope this helped :D

The line which will allows you to enter the following code in IDLE is from math import dist.

What is dist() method?

The dist() function can be used to calculate a distance matrix, which shows the distances between the rows of a matrix.

The dist() method is a part of the mathematics module. Then, for

>>>dist([2.5).(5.9))

5.0 ,

we have to use code in IDLE as;

from math import dist

Thus, the line which will allows you to enter the following code in IDLE is from math import dist.

Learn more about dist() method.

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A.
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Answers

Answer:

B. Plagiarism

Explanation:

Answer:

B. Plagiarism

----------------------------------------------------------------------------------------------------------------

Explanation:

It's pretty simple--

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Answer:

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I hope I've helped

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Answers

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Answers

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i'm sure 100%


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Answers

Answer:

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Answers

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Answers

Answer:

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Answers

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