Columbus main interest into having to go to the island and
upon reaching the island is to have and acquire gold from the island he’s into.
He was interested to that because he is the type of person who is attracted to
wealth.
The long-term impact of Martin Luther's break from the Catholic Church was the division of Christianity into many factions and groups. We see many Protestant churches today as a result of his "revolution."
Luther had not intended to break away from the Roman Catholic Church; he wanted to reform it and restore it to what he saw as a proper foundation on the Bible. But Rome did not agree with him, and ultimately a new church, the Lutheran Church, formed. There also were other Protestant reformers, and other new churches developed from their teachings and influence.
Another point might be made: Luther emphasized the individual's freedom of conscience to believe what he thought the Word of God was saying. Though Luther did not intend it as a political movement, this began thoughts in the direction of freedom of speech and conscience in social life. The historian Philip Schaff has said that the Reformation "marks the end of the Middle Ages and the beginning of modern times. Starting from religion, it gave, directly or indirectly, a mighty impulse to every forward movement, and made Protestantism the chief propelling force in the history of modern civilization."
For more details on Schaff's point, read more on Brainly.com - brainly.com/question/11464108#readmore
The answer is unsure to me because i don't see the examples above, but I'd go with d.
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
