The question above wants to assess your interpretation of conic shapes and sections in art and architecture. For that reason, I can't write an answer for you, but I'll show you how to write it.
The conical sections can be seen in structures that assume one of the shapes considered conical. These formats are easy to identify, especially in architecture, where they are very popular. These shapes can be classified as Parabola, Circle, Ellipse, and Hyperbole
In this case, to write your answer, you should search for architectural works or works of art that present one of these types of conic sections and show how the use of this format is important for these works.
Some examples of works that use conic sections are:
- Parabola: Eiffel Tower.
- Circle: Farmer's Cottage Deluxe Summer House
- Ellipse: Tycho Brahe Planetarium.
- Hyperbole: McDonnell Planetarium
More information:
brainly.com/question/2285436
Answer:
No
Explanation:
a single program or application is a software
Answer: True
Explanation:
Yes, the given statement is true that a DFA is equivalent to NFA in terms of power. For any type of NFA we can easily build an equal DFA so, the NFA are not much powerful as compared to DFA. Both NFA and DFA are characterized by a similar type of class.
DFA is a special case of NFA and They both defined in the same class of language. Each condition in the DFA get summarized by all the condition that the NFA has itself.
Answer:
Unlike raster graphics, which are comprised of colored pixels arranged to display an image, vector graphics are made up of paths, each with a mathematical formula (vector) that tells the path how it is shaped and what color it is bordered with or filled by.
Explanation:
D. Rise of NASA.Hope I helped.
