Answer
The colleges and the prison
Explanation:
Both are college and prison. According to alice Hoffman, as american children transition to adulthood they go through two institutions. The first is the college institute while the second is the prison.
The college is where the teenager goes to further his education in order to prepare for a life he can have. That is a career. While the prison prepared the teenager for a life he hoped not to have and a place he hoped not to be.
While the college prepares people for a good life and career, the prison is a place for rehabilitation.
Answer:
75,000 dollars hope this helps
Answer:
<em>Adult Acts:</em>
<em>Adults are prosecuted for “committing crimes”. </em>
<em>Juvenile Acts:</em>
<em>juveniles are prosecuted for committing “delinquent acts.” Many states classify juvenile offenders as those who are between the ages of ten and eighteen. In other words, anyone under eighteen is a juvenile, but you must be at least ten years of age to enter into the juvenile justice system. In other states, however, the age at which an offender is treated as an adult may be as young as sixteen or seventeen</em>
Explanation:
Answer:
the religious thing probs means thats what they stand for
Answer:
C) Joe is entitled to keep the car because the contract is valid.
Explanation:
The undervalued price of the car is $3000
Joe is entitled to keep the car because the contract is valid.
Allen and Joe had an agreement about the car which is; Allen asked Joe to pay $3000 as the seller of the car while Joe agreed to buy the car at that price.
It is not the responsibility of the buyer (Joe) to determine price of a product rather, the seller(Allen) is expected to do a market research and evaluate cost of production before giving price to the buyer. Every buy wants to maximize utility at a minimum cost and that is what Joe has done. It is not an offense to buy a product at the price stated by the seller which is why Joe is entitled to keep the car. Allen wasn't forced or coerced to sell the car at an undervalued price.