Gah I have to do this. Not for public consumption. California laws 2022 DL600 R7 2022.

Consequences

Not licensed

• If unlicensed person is drivnig your car, it maybe impounded for 30 days
• Hired to drive interstate commercially need to be older than 21, also need to be older than 21 to transport hazardous materials

Class C License

Driving #knw

• Two axle vehicle with a GVWL of 26,000 lbs or less
• Three axle vehicle weighing 6,000 lbs or less
• House car < 40 feet or less
• Three wheel motocycles
• Vanpool vehicle designed to carry between 10 and no more than 15 people

Towing #knw

• Single vehicle of 10,000 or less
• Vehicle weighing 4000 lbs or more unladen
  • Trailer coach under 10,000 lbs
  • Fifth wheel trailer exceeding 10,000 lbs but under 15,000 lbs, with endorsement

Mor ethings

• Class C drivers can’t tow more than one
• Motor vehile weigning under 4000 lbs cannot tow more than 6000 lbs

Getting in trouble

• Get a traffic ticket and fail to show up to court: suspend driving
• One at fault collision or one at fault traffic violation: may take action?
• Two of either at fault collision or violation conviction: no driving for 30 days unless accompanied by 25 year old adult
• Three of “”: no driving for 6 months, on probation for a year.
• Drugs or alcohol between 13-21: suspension for a year

Minor driving

Not sure if this applies

https://aclanthology.org/2024.naacl-long.301.pdf

Pararel

Drug Resistance is the process of developing resistance to drugs after some time of use

occurrence of Drug Resistance

Drug Resistance occurs when there’s a mutation that causes macromolecular changes which causes virus to no longer bind the drug but still maintain the same function

The dual space of \(V\), named \(V’\), is the vector space formed by linear functionals on \(V\) (because recall set of linear maps between two vector spaces form a vector space).

constituents

A vector space \(V\)

requirements

\(V’ = \mathcal{L}(V, \mathbb{F})\) , and its a vector space.

additional information

dimension of dual space is equivalent to the original space

\begin{equation} \dim V’ = \dim V \end{equation}

Proof:

Because \(\dim \mathcal{L}(V,W) = (\dim V)(\dim W)\), and \(V’ = \mathcal{L}(V, \mathbb{F})\). Now, \(\dim V’ = \dim \mathcal{L}(V,\mathbb{F}) = (\dim V)(\dim \mathbb{F}) = \dim V \cdot 1 = \dim V\).