Answer:
A.
Explanation:
The Senate feared that Caesar's unprecedented concentration of power during his dictatorship was undermining the Roman Republic, and presented the deed as an act of tyrannicide.
The reason why President Wilson sent marines to Haiti was to protect American investments and guard against European aggression.
<h3>Who was the President guarding against?</h3>
After the President of Haiti was killed in the year 1915, the American president had to send the troops from his country to Haiti.
The troops were to restore calm in the area and also help to protect American assets from European forces such as the Germans.
Read more on President Wilson here:
brainly.com/question/1733091
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Answer:
Hitler used the concept of nationalism to join all the German people from different nations in its neighboring countries.
Explanation:
After the first World War, Germany forced to sign the Treaty of Versailles, which somewhat shattered the country in every aspect. The German Empire was broken in portions and formed into other countries.
Some of these countries became Czechoslovakia (Sudetenland), Silesia, Poland, etc. These areas had a large German population in them, and they somewhat lost their jobs. In the 1930's Hitler used the term nationalism in Eastern Europe to join all Germans together with land, which once was part of the German Empire. He invaded Czechoslovakia and towards western portions of Poland. Nazi used the slogan called Ein Volk, ein Reich, ein Führer.
Ultimately all this did not conclude as a good sign for the British and France, and at last, they declared war on Nazi Germany.
Answer:
Constant of proportionality is 2.95
Explanation:
Given:
p = 2.95n
The equation is given in the form
y = kx ( direct proportion)
It can be seen that p is directly proportional to n.
Where,
p = price of the candy
n = number of pounds of candy.
2.95 = constant of proportionality
2.95 = p / n
which is the ratio of p to n
The constant of proportionality is the ratio between two quantities that are directly proportional.
Therefore,
2.95 is the constant of proportionality in the equation
