Приклади вживання Are periodic Англійська мовою та їх переклад на Українською
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Why are periodic inspections needed?
Trigonometric functions are periodic.
Why are periodic examinations necessary?
The trigonometric functions are periodic.
Often there are periodic heart althii whining character.
Trigonometric functions are periodic functions.
Some ULXs are periodic, suggesting non-isotropic emission from a neutron star.
All the trigonometric functions are periodic functions.
Harmonic oscillations are periodic, as value of x(y) is repeated at regular intervals.
Take, get, or examine inmate counts that are periodic.
All sinusoidal and many non-sinusoidal waveforms are periodic, which is to say they repeat exactly over time.
Reviews are periodic(conducted every month) and extraordinary(performed after various natural disasters and accidents).
In this case, they have a bright red color and are periodic in nature.
And if in the beginning these symptoms are periodic in nature( during physical exercises, etc.), then in the future they become permanent.
Migraine is the primary form of headache, the symptoms of which are periodic attacks of headache of medium and high intensity.
Among the proposed publications are periodic journal of scientific papers“VITA ANTIQUA”, as well as the thematic issues on specific scientific problems- particular monographs in“VITA ANTIQUA Library” series.
For children the only way to prevent this from occurring are periodic checkups every six months, fluoridation and use of sealants in the cracks.”.
What is Periodic Calendar?
The only differences are that the force is periodic and without constant component.
The discomfort may be periodic.
Another factor that causes queues is periodic absence of electric power and/ or Internet connection at the territory of control points that stops the process of inspection of vehicles and people.
If the function is periodic with a period, the function is also periodic and its period is. .
If the function is periodic with period, then the composed function(function of function)is also periodic with period.
If the result of dividing the T1/T2 is a rational number,then the sum of the functions is periodic, and its period is the least common multiple(LCM) of the periods T1 and T2.
The step from p to q is equal to half the period of the function pq u; that is, the function pq u is periodic in the direction pq, with the period being twice the distance from p to q.
So after the initial transient where W1 fires alone,this system is periodic and the transitions are enabled always in pair(R1 with W2 and R2 with W1 respectively).
If F1(x) and F2(x) periodic functions and their periods are equal to T1 and T2 respectively,then the sum of these functions also can be periodic.
Notice that without the constraint on the range of θ, the argument of z is multi-valued,because the complex exponential function is periodic, with period 2π i.