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Is luster defined as the amount of mass per unit volume?
No, the density is defined as the amount of mass per unit volume.
What is suffrage defined as?
the right to vote
How did colonial government differ from the british government?
colonists' rights were defined by formal documents. british rights were defined by laws and tradition
What was one way that colonial governments differed from the British?
Colonists' rights were defined by formal documents. British rights were defined by laws and tradition.
Why was the Medici I'mportant to the renaissance?
The Medici family was crucial to the Renaissance due to their significant patronage of the arts and humanism, which helped fuel the cultural revival of the period. Their financial support enabled artists like Michelangelo, Leonardo da Vinci, and Botticelli to create masterpieces that defined Renaissance art. Additionally, the Medici's influence in politics and banking facilitated the spread of Renaissance ideas across Europe, establishing Florence as a cultural hub. Their legacy continues to be felt in art, architecture, and the development of modern banking.
One major characteristic of the Renaissance period is that the?
One major characteristic of the Renaissance period was humanism. Humanism is defined as an appreciation of the basic worth of a personal achievement.
Is it possible to have non-integral values for the valence?
Yes, it is possible to have non-integral values for the valence.
How is humanism defined?
pertaining to, characteristic of, or having the nature of people: human frailty. pertaining to, characteristic of, or having the nature of people: human frailty.
What factors shaped the development of Maryland?
Religious strife, poorly defined borders and the presence of the wonderful Chesapeake Bay.
Why can't have only float data type instead int and float?
Because that is how the language is defined. It has floating data types and integral data types.
What are the characteristics of probability?
Probability is a numerical value defined for a set of outcomes. It is non-negative and such that the sum or integral over all possible outcomes is 1.
What is the integral of force with respect to time and how does it relate to the concept of work in physics?
The integral of force with respect to time gives us the work done by the force on an object. In physics, work is defined as the energy transferred to or from an object by a force acting on it. The integral of force with respect to time helps us calculate the total amount of work done on an object over a certain period of time.
How is the transfer of momentum related to force?
A force is required to change momentum.An "impulse" refers to the amount of momentum transferred; impulse can be defined as force x time (more precisely: the corresponding integral).
How is transfer of momentum is related to force?
A force is required to change momentum.An "impulse" refers to the amount of momentum transferred; impulse can be defined as force x time (more precisely: the corresponding integral).
What impact did humanism have on the renaissance?
Humanism had a significant impact on the Renaissance by placing a focus on human potential, individualism, and rational inquiry. It emphasized the importance of classical learning and encouraged the study of literature, philosophy, and the arts, leading to a revival of interest in ancient Greek and Roman culture. This intellectual movement played a key role in shaping the cultural changes and advancements that defined the Renaissance period.
What is the difference between continuous and discrete convolution?
A convolution is a function defined on two functions f(.) and g(.). If the domains of these functions are continuous so that the convolution can be defined using an integral then the convolution is said to be continuous. If, on the other hand, the domaisn of the functions are discrete then the convolution would be defined as a sum and would be said to be discrete. For more information please see the wikipedia article about convolutions.
Is 1 hour a precise measurement?
Yes. It's an integral multiple of the 'second', which is defined and measurable within an accuracy of 1 part in several billion, so in principle, the 'hour' is also measurable to that accuracy.
