Examples of using With respect to time in English and their translations into Hebrew
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Colloquial
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Ecclesiastic
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Computer
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Programming
How the angle is changing with respect to time.
So the rate of 100 with respect to time, well it never changes so it's equal to 0.
Times the derivative of y with respect to time.
Note: With respect to time zones, appointments, meeting items, and all-day events are all handled in the same way.
And then how much does 100 change with respect to time?
Differentiation has applications to nearly all quantitative disciplines. For example, in physics,the derivative of the displacement of a moving body with respect to time is the velocity of the body, and the derivative of velocity with respect to time is acceleration. The derivative of the momentum of a body with respect to time equals the force applied to the body; rearranging this derivative statement leads to the famous F= ma equation associated with Newton's second law of motion.
Acceleration is the derivative of velocity with respect to time.
The second derivative with respect to time is the acceleration.
So then we can solve for the rate of change of y with respect to time.
We know the change of x with respect to time is 4 meters per second.
So that's 2x times the derivative of x with respect to time.
What's the change in x with respect to time at this moment in time?
So I know that seems very complicated, but essentially all we dois we take the derivative of both sides of this equation with respect to time.
We Jews are organized with respect to time.
So what's the derivative with respect to time of x squared?
A weaker form of stationarity commonly employed in signal processing is known as weak-sense stationarity, wide-sense stationarity(WSS), covariance stationarity, or second-order stationarity. WSS random processes only require that 1st moment andautocovariance do not vary with respect to time. Any strictly stationary process which has a mean and a covariance is also WSS.
So let's take the derivative with respect to time of x squared plus y squared.
We're dealing with rates of change with respect to time.
And then you get the change in y with respect to time is equal to minus 64 over 12.
Velocity is this derivative of x with respect to time, right?
If you differentiate the cross product of"R" and"P" with respect to time, that should equal zero, right?
By swimming from one end to theother the swimmer senses a change of temperature with respect to time, even though the temperature at any given(static) point is a constant.
We see this also with respect to the time of the exodus.
Moreover, with respect to the reduction working time.
The dynamic aspect of thispricing method is that elasticities change with respect to product, category, time, location and retailers.
Our first project is to find a way to determine the position of the Earth with respect to the Sun at any time.
However, since 1994,the time of the Winter Olympics shifted by two years with respect to the time of the Summer Games.
The Prague Astronomical Clock's face is impressively complex,giving not only the expected time with respect to the Sun(solar time), but the time relative to the stars(sidereal time), the times of sunrise and sunset at several latitudes including the equator, the phase of the Moon, and much more.