# How Alternative Investment Funds Work

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If you are looking for the answer of how alternative investment funds work, you’ve got the right page. We have approximately 10 FAQ regarding how alternative investment funds work. Read it below.

## discuss how bank deposit work as an investment alternative avenue​

Ask: discuss how bank deposit work as an investment alternative avenue​

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## A total of ₱25,000 is invested in two funds paying

Ask: A total of ₱25,000 is invested in two funds paying 6% and 8%, respectively in
annual interest. The combined annual interest is ₱1,800. How much of the
₱25,000 is invested in each fund?

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## Suppose you consider investing \$1,000 in a load fund which

Ask: Suppose you consider investing \$1,000 in a load fund which charges a fee of 2%, and you expect the fund to earn 14% over the next year. alternatively, you could invest in a no-load fund with similar risk that is expected to earn 9% and charges a 1/2 percent redemption fee. which is better and by how much

Step-by-step explanation:

hope it helps

## how will the enterprise finance the investment?how will the enterprise

Ask: how will the enterprise finance the investment?
how will the enterprise fund it’s growth?​

1.There are two ways to finance an investment: using a company’s own money or by raising money from external funders.

2.The easiest way to fund your business is investing your own money through savings, personal loans, personal credit lines, or credit cards.

Explanation:

hope this helps

## The cooperative trust fund is 500,000. Part of the funds

Ask: The cooperative trust fund is 500,000. Part of the funds is invested at an annual interest rate of 6% and the rest is invested at an annual interest rate of 8%. If the income from both investment is 39,000 how much is invested at each rate?

Funds:
Part A: x
Part B: y
Total Funds: 500,000

Equation (1):
x + y = 500,000
y = 500,000 – x

Investment Interest:
Part A:  0.06x
Part B:  0.08y
Income from investments: 39,000

Equation (2):

0.06x + 0.08y = 39,000

Solution:
Find the amount (x) invested at 6%:

0.06x + 0.08 (500,000 – x) = 39,000
0.06x – 0.08x + 40,000 = 39,000
0.02x = 40,000 – 39,000
0.02x/0.02 = 1,000/0.02
x = 50,000  ⇒ amount invested at 6%

Find the amount (y) invested at 8%:
y = 500,000 – x
y = 500,000  50,000
y = 450,000 ⇒  amount invested at 8%

Check:

Income from investments:
Part A: (0.06) (50,000) = 3,000
Part B: (0.08) (450,000) = 36,000

Total income from investments:
3,000 + 35,000 = 39,000
39,000 = 39,000

## how will the enterprise finance the investment? how will the

Ask: how will the enterprise finance the investment? how will the enterprise fund it’s growth?​

## A total of 50,000 is invested in three funds paying

Ask: A total of 50,000 is invested in three funds paying 6%,8% and 10% simple interest.The yearly is 3,700.Twice as much money is invested at 6% as invested at 10%.How much is invested in each of the funds​

[tex] large bold{PROBLEM:} [/tex]

A total of [tex]\$ 50,!000[/tex] is invested in three funds paying [tex]6%, 8%,[/tex] and [tex]10%[/tex] simple interests. The yearly is [tex]\$ 3,!700.[/tex] Twice as much money is invested at [tex]6%[/tex] as invested at [tex]10%.[/tex]How much is invested in each of the funds?

[tex] large bold{SOLUTION:} [/tex]

Let [tex]x, y,[/tex] and [tex]z[/tex] be the amount invested in funds with simple interests [tex]6%, 8%,[/tex] and [tex]10%,[/tex] respectively.

• [tex] 6% = 0.06 [/tex]
• [tex] 8% = 0.08 [/tex]
• [tex] 10% = 0.10 [/tex]

A total of [tex]\$ 50,!000[/tex] is invested in three funds.

[tex](1) quad x + y + z = 50,!000 [/tex]

The yearly is [tex]\$ 3,!700[/tex].

[tex](2) quad 0.06x + 0.08y + 0.10z = 3,!700 [/tex]

Twice as much money is invested at [tex]6%[/tex] as invested at [tex]10%[/tex].

[tex](3) quad x = 2z [/tex]

By elimination, multiply [tex](1)[/tex] by [tex]0.08[/tex] then subtract the resulting equivalent equation from [tex](2)[/tex] to eliminate [tex]y[/tex].

[tex] begin{array}{l} 0.08(x + y + z) = 0.08(50,!000) \ longrightarrow 0.08x + 0.08y + 0.08z = 4,!000 end{array} [/tex]

[tex] begin{aligned} 0.06x + 0.08y + 0.10z &= 3,!700 \ -quad 0.08x + 0.08y + 0.08z &= 4,!000 \ hline -0.02x : quad quad quad + 0.02z &= -300 end{aligned} [/tex]

Substituting [tex](3)[/tex] to the resulting equation,

[tex] begin{aligned} -0.02(2z) + 0.02z &= -300 \ -0.04z + 0.02z &= -300 \ -0.02z &= -300 \ frac{cancel{-0.02}z}{cancel{-0.02}} &= frac{-300}{-0.02} \ z &= boxed{\$ 15,!000} \ \ x &= 2z \ x &= 2(15,!000) \ x &= boxed{\$ 30,!000} \ \ y &= 50,!000 – (x + z) \ y &= 50,!000 – 45,!000 \ y &= boxed{\$ 5,!000} end{aligned} [/tex]

Therefore, the amounts invested in three funds paying [tex]6%, 8%,[/tex] and [tex]10%[/tex] simple interests are [tex]\$ 30,!000,[/tex] [tex]\$ 5,!000,[/tex] and [tex]\$ 15,!000,[/tex] respectively.

[tex] blue{mathfrak{#CarryOnLearning}} [/tex]

## how bank deposit work as an investment alternative avenue​

Ask: how bank deposit work as an investment alternative avenue​

Future

Explanation:

Because for the future yo can go anywhere

## how do mutual funds differ from units investment trust funds​

Ask: how do mutual funds differ from units investment trust funds​

Mutual funds are investments that are made up of pooled money from investors, which hold various securities, such as bonds and equities. However, a unit trust differs from a mutual fund in that a unit trust is established under a trust deed, and the investor is effectively the beneficiary of the trust.

[tex]smallpink{hope : it : helps}[/tex]

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## include making decisions on how to fund longterm investment (such

Ask: include making decisions on how to fund longterm investment (such as company expansions ) and working capital which deals with the day to day operations of the company

A.sources of funds
B.short term investments decision
C.issuance of new shares
D.Financing decisions​