MHB Calculating Equity in Company A: 1.2% for $600,000.00

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To acquire 1.2% equity in Company A, valued at $50 million, a customer must invest $600,000. Since Company C holds 60% of Company A's value, it is worth $30 million. Therefore, to obtain the desired equity, the customer needs to purchase 2% of Company C, which equates to $600,000 divided by $30 million. The discussion highlights the complexities of equity distribution between Company A, B, and C. Understanding these relationships is crucial for accurate investment calculations.
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Company A’s value is stated at $50,000,000.00 the company is set up into 2 separate entities Company B with 40% equity and Company C with 60% equity. If a customer wants to own 1.2% of Company A, but only wants to hold part of Company C at 60%, how much would the customer have to spend to buy 1.2% of Company A?
 
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1.2% of Company A’s value of 50 million is 600,000

not clear what Company C’s equity of 30 million has to do with that 1.2%
 
They only want to buy into Company C, and not Company B. So what amount do they have to pay to invest in C since that company holds 60%?
 
Confused00901 said:
They only want to buy into Company C, and not Company B. So what amount do they have to pay to invest in C since that company holds 60%?

Purchasing 600,000 of equity from company C is still 1.2% of company A since C is contained within A.
Still not seeing how the equity shares of A held by B and C make any difference.
 
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I'll ask the accountant that question. Even though I own a business, I've never been involved in the money side of the business. This may have caused me to go bankrupt last year. I can't 100% blame the person who did all the accounting, but he should have warned me about possible financial difficulties. I had to consult with antonybatty.com for a month to restart the business successfully. Now I also work in the accounting industry, but it has become more difficult with the start of inflation worldwide.
 
I am interpreting he "only wants to hold part of Company C at 60%" to mean that he wants to buy only a share of company C, none of company B.

Company A is worth \$50,000,000. Company C is worth 60% of that, \$30,000,000. 1.2% of \$50,000,000 is \$600,000. He must buy $\frac{600000}{30000000}= 0.02$ or 2% of company C.
 
Here is a little puzzle from the book 100 Geometric Games by Pierre Berloquin. The side of a small square is one meter long and the side of a larger square one and a half meters long. One vertex of the large square is at the center of the small square. The side of the large square cuts two sides of the small square into one- third parts and two-thirds parts. What is the area where the squares overlap?

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