All three were important politicians in Georgia in the United States of America during or after the civil war.
<u>Explanation:</u>
Joseph Brown was an important politician in Georgia who served as the forty second governor of Georgia. Similarly Alfred Colquitt was also an important politician, attorney of Georgia.
He was the forty ninth governor of Georgia. John Gordon was also a politician and a planter who served Georgia in the post war years. B) All the three worked for the betterment of Georgia and develop it.
In the land interfering with its use or transfer, or subjecting it to an obligation is known as easement gross.
An easement is a nonpossessory hobby in land owned by using some other. A right of use in the land of another without the requirement that the holder of the proper own adjoining land. also called a business easement in gross.
An easement in gross is basically selling rights to the land to another man or woman, but without giving them felony possession. An easement appurtenant, however, is an everlasting encumbrance (prison proper) to the asset
Application organization easements represent the most not unusual sorts of easements in gross in the US. A software easement makes it viable for an application organization to carrier part of a property or keeps the system needed to supply application services. Pipeline easements also are considered commonplace easements in gross.
Learn more about easement gross here:brainly.com/question/14309969
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Answer:
One
Explanation:
The essence of what is a Relative Frequency Distribution is to devide the frequency of an event (in this case "the times that males spend each day thinking about females") by the total number of cases to get the % of how often the event occurs.
In this case, as example:
Say your distribution looks like this:
"the times that males spend each day thinking about females" : 10
"the times that males doesn't spend each day thinking about females": 15
"total" : 25
Relative Frequency Distribution
"the times that males spend each day thinking about females" : 10/25 = 0.4
"the times that males doesn't spend each day thinking about females": 15/25 = 0.6
"total" : 25/25 = 1
0.4 + 0.6 = 1
You can conclude from this that 40% is the times that males spend each day thinking about females
Answer:
I also agree with b, good luck
