“The interstate system helps to support Georgia's ports”, the statement is most accurate regarding Georgia's transportation system.
Option A
<u>Explanation:
</u>
The 1253-miles highway in Georgia performs various functions necessary to the economy of state, connecting Georgia with the rest of the country, connecting major state cities and suburbs with suburban work centers.
As part of the nationwide national interstate and defense system of Dwight D. Eisenhower, Georgia's interstate highways, along with Hartsfield-Jackson Atlantic international airport and Savannah and Brunswick deepwater ports have helped the state, especially the capital, to become an important hub in the southeast.
Hartsfield-Jackson is the country's second largest airport in terms of passenger numbers, and Savannah is the country's fastest-growing airport since 2002. The state operates fifteen highways, and Georgia ranks tenth in the country in terms of the number of such highways.
Confraternities are laypeople who dedicated themselves to strict religious observance.
<h3>Who are confraternities?</h3>
Confraternities were corporate organizations present in a number of religious traditions that centered laypeople's charity and devotional activities on the concept of ritual kinship. They had between a dozen and a hundred members and were present in almost every urban area as well as many rural communities. Nearly 20% of the people in Antwerp in the middle of the seventeenth century belonged to a brotherhood, a figure common in other European cities. Venice had 120 confraternities in around 1500 and 387 by around 1700. A confraternity was present in nearly every rural village in Spain, where a 1771 government census counted 25,038 brotherhoods, and in 70% of the rural parishes in Trier by the late eighteenth century.
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Education attempts to produce social equality even thoe in some places it is very different
Answer:
Health, work, and Education
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As equações diferenciais lineares de primeira ordem possuem muitas aplicações e é uma das primeiras classes de equações abordadas nos cursos de EDO. A forma mais geral de uma equação diferencial ordinária, linear e de primeira ordem é
y
′
+
p
(
x
)
y
=
q
(
x
)
{\displaystyle y'+p(x)y=q(x)}, onde
p
{\displaystyle p} e
q
q são funções contínuas em um intervalo I.[1]
