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Rama09 [41]
3 years ago
9

How long does it take to become a​ millionaire? A ​$500,000 investment will hit​ $1 million in 39 years at an annual interest ra

te of 1.79​%. How long will it take to become a millionaire if the annual interest rate increases to 2.34​%?
Business
1 answer:
Solnce55 [7]3 years ago
8 0

Answer:

It will take 30.10 year

Explanation:

We have given initial investment $500000

Future value = $ 1 million = $1000000

Rate of interest r = 1.79 %

We have to find the time taken to reach the amount $1000000

We know that future value is equal to A=P(!+\frac{r}{100})^n

1000000=500000(!+\frac{1.79}{100})^n

2=(1.0179)^n

Taking log both side

log2=nlog1.0179

n×0.0077 = 0.3010

n = 39.09 year

Now in second case rate of interest

r = 2.34 %

So 1000000=500000(1+\frac{2.34}{100})^n

2=(1+\frac{2.34}{100})^n

2=1.0234^n

taking log both side

log 2 = n log 1.0234

n×0.01 = 0.3010

n = 30.10 year

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Phantasy [73]

Answer: dishonesty and dependence.

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Independent Data Mart is created separately from the enterprise data warehouse by a department and not reliant on it for updates

<h3>What is an independent data mart?</h3>

Data marts are one of the keys to effectively converting information into insights in a market dominated by big data and analytics. Large data sets are normally dealt with by data warehouses, yet easy-to-find and immediately available data are needed for data analysis. Should a business person have to run difficult queries in order to acquire the data they require for their reports? No, which is why savvy businesses employ data marts.

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2 years ago
yle Co. has $1.1 million of debt, $3 million of preferred stock, and $1.2 million of common equity. What would be its weight on
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Answer:

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Calculation for the weight on common equity

Using this formula

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Let plug in the formula

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Therefore the weight on common equity will be 0.22

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What do you mean by the saving-borrowing-investing cycle?
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