Joven Francis F. Morales III-Obedience

In my photo there are several postulates and theorems. The eyes of the dog pictures out the postulate 1. Line Postulate. the eyes are the representation of two points which determine exactly one line. The interaction of steel bars in my dog’s cage represent theorem 1-1. If we are going to pretend that the whole cage is a plane and the eyes are points we create postulate 4. In this picture you can also witness theorem 1-3, it is like the explanation of postulate for but the only difference is we pretend the dog’s nose is another point which is not part of the line. If the whole cage is a plane and there are two intersecting lines(steel bars) inside, we now have theorem 1-4. There you have it
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Jennus Alonte / OBEDIENCE

     An airplane follows the qualification for the application of Theorem 1-1 regarding intersection of lines.

     As you can see, the wings intersect with the main body of the toy. The point where the two intersect is called the point. Through these lines, the picture or object is proven to be a concrete example of the aforementioned theorem.

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Mike Jaren B. Yap III – Obedience

In my picture, we can see a lot of undefined terms and every postulate and theorem is recognized in it.

The wires have knots which can be points and points determine a line. (postulate 1)

The nail spots on the wall near the roof are collinear which can be in at least 1 plane. Even the line between the roof and the wall has points which can also be in more than 1 plane. (postulate 2)

The knots which are points are on the wire which is a line and the nail spots which determine a line is in the wall which is the plane.(postulate 3)

The nail spots again in the wall.(postulate 4)

The roof has lines too and one of those lines passes through on of the wires thus having an intersection. (theorem 1-1)

The lines on the roof are the ones that intersect through the wall which is the plane since a plane can extend. (theorem 1-2)

The triangular wires in another view is placed in the wall (plane) hence, having that noncollinear  points in exactly 1 plane. (theorem 1-3)

In the roof, its lines and the wire intersect and only 1 plane can contain that distinct point. (theorem 1-4)

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Jomari Nazarene D.Lopez III-Obedience

Caption:

In the picture, we can see that is states the Intersection postulate.

As we see the two hands in the watch that represent the lines intersect at the small circle in the middle that  represents the point.

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Michael John L. Yumul III-Obedience

Line Postulate states that two points determine exactly one line. This means that there is one and only one line that contains points A & B

Strings in a guitar is considered as lines. When you hit a note/tab, it changes the sound. In this picture, 2 notes/tab (points A & B) were hit in a string. The first string is the only string that is affected. The five other strings were not affected because points A & B are only contained in the first string.

Kevin Linn Edric S. Yason Obedience

A) In this image, we can see postulate 4 which is called ” Flat Plane Postulate “, theorem 1.1, and theorem 1.4.

B) In this view, we can see postulate 4 or flat plane postulate as the lines in the tiles. We can see theorem 1.1 as the plants placed on the sides.And we can see theorem 1.4 as the lines between the tiles.

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Joel Benedict De Castro III- Obedience

The Plane Postulate states that three noncollinear points are contained in at exactly one plane and that three collinear points are in at least one plane.

As we can see in this photo, the buttons can be considered as the points and the surface of the remote is the plane and we can call the surface Plane A. If that’s the case, then the blue, green, and yellow buttons at the left side of the remote in this photo are noncollinear and we can see that they are contained in exactly one plane which is Plane A. At the edge of the remote, its bottom side is attached to its top surface which is Plane A. If the bottom side of the remote is Plane B and Plane A and Plane B meet at the edge of the remote, then the edge is a line that we can call Line C and if Line C is made of three imaginary collinear points then those points are contained in both Plane A and Plane B.

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Potenciano Clarito C. Chavez, III-Obedience

Caption: Theorem 1-1 states that, Two distinct lines intersect at only one point”. In that case, the sun glasses’ handles are the two lines that intersect to each other. In order for the shades to be attached on the eyes, we need to make use of the two metals which also consist of two intersecting lines. It is not only made creatively but also logically. Who can ever thought that putting the straight lines together can hold an object? The discoverer of this shades has indeed applied the concept of the first theorem. When we bend the metals, those are examples of two points where lines can meet.

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Jose Gabriel A. Pabellano

Postulate 3- Plane Intersection
States that that if two distinct planes intersect then intersection is a line

This is postulate 3 plane intersection because as shown in my picture the ceiling which is plane C intersected with plane W which is the up most part of the wall. The intersection of the two planes now creates a line.

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Simon John B. Rabago III – Obedience

Theorem 1 – 4:

In the picture, there are many postulates and theorems that we can see but the most striking to me is the “Theorem 1 – 4” where exactly one plane contains two intersecting lines. In the picture, geometry is heavily involved. We can assume that the Magnificat Grounds is a big plane. We can see that the lines in the Magnificat Grounds intersect each other. Their intersection is also a single point. The lines on the Grounds are contained within in the plane so we can actually see that the theorem is involved in the picture.

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