WGU C881 FRM1 Task 2 Euclid's Postulates |Passed
on First Attempt |Latest Update with Complete
Solution
A: "Given any straight-line segment, a circle can be drawn having the segment as
radius and one endpoint as center" is the first postulate I will address (Euclid's
postulates, n.d.). This postulate is related to geometric construction because, given
a segment of a straight line, you can draw a circle with a compass. One endpoint
can be the center, and the segment can be the radius. You can create a circle by
moving the compass pencil all the way around in a circle if you place one end of
the compass on the segment's end and the other at one of the endpoints, which is
the radius.
"A straight line can be drawn by joining any two points" is the second postulate I
will be talking about (Euclid's postulates, n.d.). This postulate and geometric
construction are related because you can draw a line from the first point to the
second point using a ruler or the flat edge of a protractor.
A1: Students' grasp of geometry is deepened by building these postulates
since they can work directly with the material and create it for themselves. Instead
of merely giving them the written postulate, it gives them a picture. This can
improve pupils' comprehension of the postulates and expand their geometric
knowledge.
on First Attempt |Latest Update with Complete
Solution
A: "Given any straight-line segment, a circle can be drawn having the segment as
radius and one endpoint as center" is the first postulate I will address (Euclid's
postulates, n.d.). This postulate is related to geometric construction because, given
a segment of a straight line, you can draw a circle with a compass. One endpoint
can be the center, and the segment can be the radius. You can create a circle by
moving the compass pencil all the way around in a circle if you place one end of
the compass on the segment's end and the other at one of the endpoints, which is
the radius.
"A straight line can be drawn by joining any two points" is the second postulate I
will be talking about (Euclid's postulates, n.d.). This postulate and geometric
construction are related because you can draw a line from the first point to the
second point using a ruler or the flat edge of a protractor.
A1: Students' grasp of geometry is deepened by building these postulates
since they can work directly with the material and create it for themselves. Instead
of merely giving them the written postulate, it gives them a picture. This can
improve pupils' comprehension of the postulates and expand their geometric
knowledge.
