Answer and explanation:
Odysseus is the main character in Homer's epic poem "The Odyssey", which narrates his journey back home after the war in Troy. At a certain point, Odysseus and his men end up sailing to the land of the Cyclopes, a race of one-eyed giants. The Cyclopes are quite uncivilized and not the brightest creatures on earth. One Cyclops, Polyphemus, immediately kills two of Odysseus' men upon their arrival. When Polyphemus asks Odysseus where his ship is, he replies that it was shipwrecked, in other words, destroyed and sunk, off the coast. Odysseus is lying because he is afraid Polyphemus will indeed destroy his ship. To prevent him from doing so and to be able to escape when the time comes, he tells the Cyclops there was a shipwreck.
Explanation:
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A) more competent Is the answer! :)
To find the circumference of a helix, we would need to
calculate the:
- circumference,
- length,
- handrail radius of the helix curve.
<h3>What is a Helix?</h3>
This refers to the type of curve in three-dimensional space that is created by a straight line drawn on a plane.
How to calculate the circumference of the helical path:
Circumference= 2πr
h = (height of helix x 360) / angle
Length = √h2 + circumference2
Unit Rise = h / circumference
Handrail Radius = (4π2r2 + h2) / 4π2r
where,
- π = 3.1415926
- r = Radius
- h = Height required for Helix to complete one revolution
Therefore, if we needed to find the circumference of a helix, we would:
calculate the:
- circumference,
- length,
- handrail radius of the helix curve.
Your question is incomplete so I gave you a general overview of the concept to give you a better understanding of how to find the circumference of a helix.
Read more about helical paths here:
brainly.com/question/15170572
#SPJ1
A sample question is:
For example, consider that an antenna is constructed in XF7 using the helix script. It will expand along the Z-axis and will have a radius of 50 cm. In addition, height of the helix curve is 2 cm and the angle made by the curve is 360.Calculate the circumference, length, handrail radius of the curve.
<span>...the use of precise, concrete images, free verse, and suggestion rather than complete statement</span>