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Aleksandr-060686 [28]
2 years ago
8

What was Roosevelt's big stick foreign policy?

Business
1 answer:
ra1l [238]2 years ago
8 0

Roosevelt's "big stick" foreign policy meant that the United States would engage in diplomatic negotiations while retaining the ability to use force if necessary.

<h3>What are some examples of Roosevelt's big stick strategy?</h3>

Numerous instances in foreign affairs, President Roosevelt employed big stick policy. He negotiated a peace deal between Russia and Japan, expanded American influence in Cuba and more.

<h3>How did America benefit from the "big stick" policy?</h3>

Roosevelt was successful in keeping the United States out of wars by threatening legitimately with force under his "big stick" strategy.

<h3>How was the "big stick" approach applied in Panama?</h3>

Roosevelt used the "big stick" to put down the Colombian uprising by aiding the Panamanian people. He dispatched American battleships to the Colombian coast in November 1903 to prevent it from putting down the revolt in Panama.

To know more about big stick, visit:

brainly.com/question/22391573

#SPJ4

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Complete Question:

Land and other real estate held as investments by endowments in a government’s permanent fund should be reported at

Group of answer choices

A. Historical cost.

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C. Fair value.

D. The lower of cost and net realizable value.

Answer:

C. Fair value.

Explanation:

Land and other real estate held as investments by endowments in a government's permanent fund should be reported at fair value of the reporting date except for the exception of life insurance contract, external investment pool, money market investment etc.

The fair value can be defined as the actual or real value of an asset, security, product or item in financial accounting.

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Answer:

  • <u>15.7%</u>

Explanation:

The <em>price</em> of a <em>stock</em> can be modeled by the present value of the stream of future <em>dividends</em> discounted at a rate equal to the<em> return expected</em>.

The equation, when the dividends are expected to <em>grow</em> at a constant rate, less than the return rate is:

        Price_0=\dfrac{Div_1}{r-g}

Where:

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  • Div₁ is the <em>dividend </em>to be paid a year from now: $0.46 × 1.145 = $0.53
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Then, you can solve for r:

      r=\dfrac{Div_1}{Price_0}+g

        r=\dfrac{\$ 0.53}{\$ 44.12}+0.145=0.157=15.7\%

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