Jocelyn M. Badal III-Obedience

Caption:

Theorem 1-4: Exactly one plane contains two intersecting.

As you can see in the picture, their are a lot of lines intersecting. The floor is the plane the tiles are the lines intersecting.

#geometryiseverywhere

 

 

Victor Emmanuel S. Arkoncel

Postulate 3. When 2 planes meet, their intersection is a line.
In this case, the 2 platforms serves as the 2 planes and their point of intersection is the line which I was pointing on. #geometryiseverywhere

Luis Miguel M. Millares III-Obedience

 

           The postulate that I used is postulate #3 which states that If two distinct planes intersect then their intersection becomes a line or if two distinct lines intersect they will form a point.

           In the picture above we can say that the wall and the floor are represents planes. The intersection that was made by the wall and the floor can be considered as a line.The tiles on the floor can also serve as two planes and their intersection, which is the black line in between the tiles, also form a line.

#geometryiseverywhere

 

Gio Miguel U. Reyes Obedience

Caption:

In the picture Postulate 3 is seen. This postulate states that if there are two points, there is a line.

The 4 seen colorful frames consists of collages of one family member each per frame. If you notice the collages have certain points found in the middle of intersections and these intersections are actually point that when you connect two points it creates a line.

#geometryiseverywhere

Jacob Fuentebella III-Obedience

Postulate 3: The Intersection Postulate states that If two distinct planes intersect, their intersection is a line.

We can see in the picture that the little boy, which is me, is on a plane (a plane of sand). We can consider the little boy as a point on a plane, but that isn’t really relevant. There is an elevation behind him which shows the second plane. We can see that the plane the boy is on meets or intersects with the elevated plane. The visible line that shows the difference of elevation is their intersection. This is the proof that geometry is indeed everywhere; we can see that different postulates and theorems can be depicted from different pictures, and likely in any picture, we can see that geometry is involved.

#geometryiseverywhere

Onemig C. Ferreros III-Obedience

In this picture, one postulate is being depicted and that is Postulate 3 which says that if two distinct planes intersects, then their intersection is a line.I picked this picture because it can be obviously seen and the Postulate it shows.

The picture that I took is a picture of my parents’office.The particular object I focused on is our wooden sofa.As depicted, my picture shows the arm of the sofa intersecting with the table top.The arm of our sofa is a plane itself and the table is al so a plane.The intersection of both distinct planes exemplifies what is being said in Postulate 3, the intersection of two distinct planes is a line. #geometryiseverywhere

Miguel Esquivel III-Obedience

My picture depicts that if two distinct planes intersect their intersection is a line. Which is postulate 3.

As you can see the sto nino is under a roof which is made of 2 planes. And that 2 planes intersects that formed a roof and the tip of the roof is the line where the 2 planes intersect.

#GEOMETRYISEVERYWHERE

Mikhail Insame III-Obedience

My picture depicts two postulates: One is that two points will create a definite line which is postulate number one, and the other one is that three noncollinear points will always be in one exact plane which is postulate number 2.

In this picture, we see that the mic stand ha s two points, the first one being the part that hold the microphone and the one that is in the middle of the three legs. it forms a line that is the metal that is the body of the stand. The other is that the three ends of the three legs are points, and they are noncollinear, which means that they are contained in exactly one plane.

#geometryiseverywhere

Jamela Angela Obligacion III-Obedience

IMPORTANT REMINDERS

Dear Juniors

Some reminders before you begin:

We shall be using this blog for our PETA in Introduction to Geometry.

In your PETA, remember to show concrete examples of the postulates/theorems. We have discussed four postulates and four theorems. You will only choose one and show that it exists in one picture. You are going to upload the picture here. 

As a caption, write the theorem or postulate depicted in the picture and your explanation. Also, do not forget to include the hashtag: #geometryiseverywhere

Format of the PETA

I strictly require everyone to follow this format.

Blog Title: Complete Name and Section

Photo

Caption:

Paragraph 1:

State the postulate/theorem.

Paragraph 2:

Explain  why the picture depicts a concrete example of the theorem.

#geometryiseverywhere

The second criteria on punctuality will be replaced by Format. We still include popularity in the criteria but be reminded that only likes from this site will be counted.