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goldenfox [79]
3 years ago
6

State four condition that facilitated the spread of the gospel outside Palestine​

Medicine
1 answer:
Maurinko [17]3 years ago
7 0

Answer:

1.    The political unity of the Roman Empire did produce a certain economic and political stability, notwithstanding its many faults. This encouraged trade between large cities and regions

2.    The military and trade routes meant relatively easy access to large numbers of people (both by land and sea). Joel Kotkin writes, ‘Rome allowed considerable self-government to individual cities; the empire itself, notes the historian Robert Lopez, functioned as a ‘confederation of urban cells.’ Europe would not again see such a proliferation of secure, and well-peopled cities until well into the nineteenth century. People, products, and ideas traveled quickly through the vast archipelago of ‘urban cells’ over secure sea-lanes and fifty-one thousand miles of paved roads stretching from Jerusalem to Boulogne…Christianity’s rapid growth could not have taken plave without the empire’s expansive urban infrastructure.’ [i]

3.    The universal use of Greek as a result of former conquests aided communication

4.    The cosmopolitan atmosphere of the Empire – mixed cultures – enabled easier cross-cultural evangelism e.g., Jews who were culturally Greek (Barnabus from Cyprus, Paul the Roman citizen) were able to bridge cultures

Explanation:

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Question 11 a and b.
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Answer:

a) 5040ways

b) 576ways

Explanation:

11a) There are 3 different bundles of reading materials each comprising of 4 comic and 3 magazines. The magazines and comics are placed together to form a bundle.

We are to determine the number of ways we can arrange these items in each of the bundle if there are no restrictions.

When there are no restrictions in combining items together, we can place the items in any positions.

Number of comics in one bundle = 4

Number of magazines in one bundle = 3

Total number of books = 4+3 = 7

For 7 reading materials in each bundle, there are 7 places we could pick for the first reading material, 6 for the next reading material, followed by 5, etc. Therefore, we have 7! total ways of arrangement.

7! = 7×6×5×4×3×2×1 = 5040ways

The number of ways we can arrange the items in one bundle if there are no restrictions on individual items to be placed = 5040ways

11b) We are to determine the number of permutations if the order of comic books in each bundle does not change.

For the order of comic books in each bundle not to change and they are arranged in one pile, it means all the comics are placed together.

The number of ways we can arrange 4 comic books placed together = 4!

4! = 4×3×2×1 = 24ways

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The remaining reading materials = 7-4 = 3

The total number of reading material for the 1 entity and the remaining 3 = 3+1 = 4

The number of ways we can arrange these 1 entity and the remaining 3 books = 4!

4! = 4×3×2×1 = 24ways

The number of permutations if the order of comic books in each bundle does not change = 24×24 = 576ways

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