Correct answer is A primary deviance
Answer:
C
Explanation:
To avoid any accidents since it is smaller than a car
The Above Statement is True and Rigid.
When visibility is low such as light fog, light rain, or nighttime driving, you should double the following distance to a minimum of 4 seconds. This will seem like a large gap between you and the vehicle in front of you.
<h3><u>What is the 4-second following distance rule?</u></h3>
- The four-second rule in driving means you should remain at least four seconds behind the vehicle in front of you. This way, if you have to abruptly stop, there's a better chance of avoiding a collision.
- It's especially important to apply the four-second rule when driving on or in: Slippery, wet, or icy roads
- The space between your vehicle and a large vehicle behind you on a highway should be four seconds at speeds of 46-70 mph, plus one second for every 10 feet of vehicle length
To learn more about road safety rules, click the links.
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Correct Question - If you are traveling at highway speeds and are just 3 seconds back, your following distance may not give you enough room to make an emergency stop if the vehicle ahead of you crashes. Therefore, when driving at highway speeds, plan to follow back 4 or more seconds to give you more time to stop your vehicle in emergency stopping situations.
a. True
b. False
Answer: I would say A
Explanation:
Due to the simple fact that a hair simple contains DNA
Also, It couldn't be B because it is not a form of discipline
Where In the option of C it is not necessary for a conviction
Answer choice D; a hair sample is not going to lead to skeptical testimony because it is not testimonial evidence.
In general a description of the required inputs and outputs is established then encoded with the minimum variety necessary. The mapping of input bits to output bits can then produce an estimate of the minimum hardware or software components necessary to produce the desired control behaviour; for example, in a piece of computer software or computer hardware.
The cybernetician Frank George discussed the variety of teams competing in games like football or rugby to produce goals or tries. A winning chess player might be said to have more variety than his losing opponent. Here a simple ordering is implied. The attenuation and amplification of variety were major themes in Stafford Beer's work in management [5] (the profession of control, as he called it). The number of staff needed to answer telephones, control crowds or tend to patients are clear examples.
The application of natural and analogue signals to variety analysis require an estimate of Ashby's "powers of discrimination" (see above quote). Given the butterfly effect of dynamical systems care must be taken before quantitative measures can be produced. Small quantities, which might be overlooked, can have big effects. In his Designing Freedom Stafford Beer discusses the patient in a hospital with a temperature denoting fever.[8] Action must be taken immediately to isolate the patient. Here no amount of variety recording the patients' average temperature would detect this small signal which might have a big effect. Monitoring is required on individuals thus amplifying variety (see Algedonic alerts in the viable system model or VSM). Beer's work in management cybernetics and VSM is largely based on variety engineering.
Further applications involving Ashby's view of state counting include the analysis of digital bandwidth requirements, redundancy and software bloat, the bit representation of data types and indexes, analogue to digital conversion, the bounds on finite state machines and data compression. See also, e.g., Excited state, State (computer science), State pattern, State (controls) and Cellular automaton. Requisite Variety can be seen in Chaitin's Algorithmic information theory where a longer, higher variety program or finite state machine produces incompressible output with more variety or information content.
In 2009[9] James Lovelock suggested burning and burying carbonized agricultural waste to sequester carbon. A variety calculation requires estimates of global annual agricultural waste production, burial and pyrolysis efficiency to estimate the mass of carbon thus sequestered from the atmosphere.
