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4 years ago

The smallest deed is better than the greatest intention meaning

1 answer:

5 0

<span>"The smallest deed is better than the greatest intention"

Here's my look on this saying:

Many of people, including myself have talked about our great intentions to impact somebody or some place. We might intend to do something, but forget about the importance of following through with those intentions. It is far better to make time to complete small good deeds than to spend your time talking about what you will do “one day.” This can be brought back to the quote, "No deed is too small the be appreciated". No matter how much good we intend to do, it will never compare, in all actuality, to how much good we actually do.

Thank you for your question! I hope this helped! Have an amazing day! :D

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Suppose the nominal annual interest rate on a two-year loan is 8 percent and lenders expect inflation to be 5 percent in each of

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Answer:

C. 2 percent.

Explanation:

The computation of the annual real rate of interest is presented below:

Provided that

Nominal annual interest rate = 8%

Inflation rate = 5%

So, the annual real rate of interest is

Real rate of return = {( 1 + nominal annual rate of return) ÷ ( 1 + inflation rate)} - 1

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= 2%

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3 years ago

What are the opportunities of an entrepreneur

slavikrds [6]

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3 years ago

Bart orders 20,000 class a widgets from salvatore. salvatore promptly ships to bart 20,000 class b widgets instead. under the uc

nasty-shy [4]

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3 years ago

Read 2 more answers

Mark Johnson saves a fixed percentage of his salary at the end of each year. This year he saved $2,500. For each of the next 5 y

yarga [219]

Answer:

Mark will have at the end of six years the amount of $25,865.74

Explanation:

According to the given data we have the following:

First investment = 2500

Investment increasing at rate of 10%

Interest rate = 13%

t=6 years

Present value is given by formula = C * [((1+g)^n/(1+i)^n) - 1 ] / (g-i)

C is first value = 2,500

g is increase in investment = 0.10

i is intrest rate = 0.13

n is no of years = 6

Putting values into the equation

P = 2500* [((1+ 0.10)^6/(1+0.13)^6) - 1 ] / (0.10-0.13) 1.771561 2.08195

P = 2500* [((1.10)^6/(1.13)^6) - 1 ] / (-0.03)

P = 2500* [0.8509142870866 - 1 ] / (-0.03)

P = 2500* (-0.14908571)/ (-0.03)

P = 2500* 4.9695236

P=$12,423.809

Future value = P*(1+i)^t

= $12,423.809 *(1+0.13)^6

= $25,865.74

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3 years ago

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Answer:

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