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Meriq Cantos III Prudence

Sorry ma’am nagkamali ako this represents a line

Christian B. Zamora (Prudence)

Carlo Gabriel C. Cristobal (Prudence)

Theorem 1-1 “Two distinct lines intersect at only one point”

The Picture shows that the wall clock has many Lines and Point and it all intersects at One point.That point would be the Biggest Circle in the Picture, which is at the middle.All though there are many lines and points, The line  still intersects with the biggest point in the middle.

 

#geometryiseerywhere

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The tiles represent lines on a plane

Ryan Nerison (III-Prudence) Postulate 1

postulate 1
the side of the roof two points make a line

postulate line

the beam represents a line

Camille Jamina S. Macasaet III- Obedience

This is an example of a Theorem 1-1. This theorem states that two distinct lines intersect at only one point.

As you can see, the tiles intersects at the point. I placed a mark where the two lines met. It can’t be a theorem 1 if the lines are not straight. This shows that geometry is really everywhere.

#geometryiseverywhere

RJ Dagdagan (Perseverance)

Theorem 1-4
exactly one plane contains two intersecting line

Explain: Our house contains tiles with two lines intersecting each other in a plane like theorem 1-4.

(Y) If you believe that geometry is everywhere

Edward Dunhill P. Chico III-Obedience

Theorem 1-1

“Two distinct lines intersect at only one point” – p. 6, Next Century Mathematics – Geometry

In my photograph, you would see an example of this specific theorem. The central support of the revolving frame is the point, while the arms are the lines. If you would carefully observed, the two lines (the arms) intersect in one point (the central support)

Geometry is indeed everywhere in every aspect of our lives. I look everywhere and I can apply many postulates and theorems. I can’t imagine a world without geometry. I look forward to a blessed, joyful and fruitful school year. Benedicamus Domino!