<u>Ethiopia defeat Portugal to stay independent:</u>
The Abyssinian-Adal(Ethiopia & Portugal) War was a military conflict between the "Ethiopian Empire and the Adal Sultanate" that took place from 1529 to 1543. The Abyssinian troops included the Amhara, Tigrayan, and Aegay ethnic groups. The Adal army consisted mostly of Afar, Harari, Somali with Argoba forces.
In the process both politicians exhausted their resources and manpower, resulting in a contraction of both powers and changing "regional dynamics for centuries" to come. In 1529, Imam Ahmad's contingents defeated a large amount of Ethiopian contingent at the "Battle of Shimba Qir". The victory came at a huge cost, but it strengthened the morale of the Somali army, providing evidence that they could stand with the Ethiopian army at large.
500 Muscatiers were led by the Bahri Negassi Yeshak, the king of Medri Bahri. Not only did Yasakh provide the Portuguese with provisions and places to camp within their scope, but also informed them about the land.
Answer:
The answer is explained below.
Explanation:
Marbury v. Madison was a supreme court case known for establishing the principle of Judicial review in US. Judicial review means that US courts can strike down statutes, laws and other government actions that violate the US constituion. This case is considered to be the one that laid the foundation of US constitutional law. The court's opinion was written by Chief Justice John Marshall.
As per the provision of separation of power the constitution framers wanted the government to have enough powers so that they could run the country but wouldn't be able to abuse it. Thus they developed the provision of separation of power, according to which the power is distributed among the three branches of the the government. So that if one branch of the government tries to abuse their powers others could balance it.
Marbury vs. Madison strengthened this provision as by judicial review the court can control the Congress by declaring laws unconstitutional and illegal.
Answer:
the voters, which is us, selects the electors
Answer:
We're looking for a,b such that
\dfrac{9x-20}{(x+6)^2}=\dfrac a{x+6}+\dfrac b{(x+6)^2}
Explanation:
