Social Studies, 12.10.2019 21:00 golffuture666

Which laws 3 laws are still applicable for today’s society?

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Answer from: blair454

Reflecting to the Laws of Table I of the Twelve tables by ancient Rome, i think the one that still applicable is :

Law I
Which force someone to attend the court when he/she is summoned

Law V
Which allow someone to be represented by a lawyer in court

Law VII
Which allow two people in disputes to made a settlement and end the battle in court

Answer from: sugeilochoa

The correct answer is:

The Roman Tablets were laws written in bronze in twelve tablets. Written in 450 BCE, the tablets established laws created to maintain equality in Roman’s citizens. They signaled the rights of the patricians and the presence of religious beliefs in civil situations.

The ancient Roman laws that are still applicable in today’s society are:

Law 1. If a citizen is called to go to Court, he must attend because if the person does not show up, he can be taken by force. This principle is used in today’s judicial procedures. If the Court calls, the person is obligated to attend.

Law 4.- Rights of Paterfamilias over the family. Today we still have the influence of the rights and obligations a father has over its children. He has to be responsible to fulfill its obligation according to law.

Law 7.- Land Rights and crimes. Crimes had to have consequences and people who committed crimes were punished to pay for what they did.

All of these laws were the basis of Roman law as we know it. These were the foundation of order in those ancient times because they established ideas of justice, tried to generate equality and consequences through punishment if they were not obey.

Answer from: Quest

the correct answer on edgen is:

(c.) prevent the spread of communism.

i just took the test.

Answer from: Quest

a. formula: f=ma or f/m=a

10,000n/1,267kg≈7.9m/ $s^{2}$

b. formula: a= $\frac{v-v_{0} }{t}$ and s=d/t

speed= 394.6/15

s=26.3m/s

a= $\frac{26.3-0}{15}$

a=1.75m/ $s^{2}$

c. 7.9-1.75=difference of 6.15m/ $s^{2}$

d. the force that most likely caused this difference is friction forces

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