Questions: The possession and sale of marijuana remain illegal under federal law. True False

The possession and sale of marijuana remain illegal under federal law. True False
Transcript text: The possession and sale of marijuana remain illegal under federal law. True False
failed

Solution

failed
failed

The answer is True: The possession and sale of marijuana remain illegal under federal law.

Explanation:

  • Under the Controlled Substances Act (CSA), marijuana is classified as a Schedule I substance, which means it is considered to have a high potential for abuse and no accepted medical use at the federal level. This classification makes the possession, sale, and distribution of marijuana illegal under federal law.
  • Despite this federal classification, many states have enacted laws that legalize marijuana for medical and/or recreational use. However, these state laws do not change the federal status of marijuana.
  • The conflict between state and federal laws creates a complex legal landscape, but as of now, federal law still prohibits the possession and sale of marijuana.
Was this solution helpful?
failed
Unhelpful
failed
Helpful

Questions asked by other users

failedAnswered
Which of the following is true when the government attempts to move the economy to full employment by increasing spending? Multiple Choice The government must initially spend more than the GDP gap if the aggregate supply curve is upward sloping. The total change in spending includes both the new government spending and the subsequent increases in consumer spending. The desired stimulus should be set by the multiplier divided by the AD shortfall.
failedAnswered
Which of the following is a characteristic of sound? a. Duration b. Melody c. Harmony d. Texture
failedAnswered
Write a short summary on some of the major impacts that mining has on the environment.
failedAnswered
Suppose that the functions (r) and (s) are defined for all real numbers (x) as follows. [ r(x)=x^2 s(x)=2 x^3 ] Write the expressions for ((r+s)(x)) and ((r cdot s)(x)) and evaluate ((r-s)(-1)). [ (r+s)(x)= (r cdot s)(x)= (r-s)(-1)= ]
failedAnswered
Solve for (y), where (y) is a real number. [ sqrt-y+30=y ] (If there is more than one solution, separate them with commas.)