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How Pythagorean Theorem Draw Conch
The conch diagram of Pythagorean theorem is drawn as follows:

1. Let's draw an upside-down water drop shape first, and then draw a semicircular thread from big to small at the top.

2. Then we draw an opening in the right corner of the conch shell with two arcs. Then draw decorative lines on the surface of conch shell with curves.

Finally, we are painting the conch shell with beautiful colors. So our conch is finished.

trumpet shell

Conch is mostly found in the deep coastal waters of Asia, Africa and America, and began to flourish in the middle and late Cambrian. Many new genera and species appeared in the Early Ordovician, which were widely distributed in the offshore deep waters of Asia, Africa, America, Europe and Oceania. Conch is a kind of warm marine life, which mainly lives in the shallow sea with broken coral bottom and water depth of 1-30 meters.

The outer lip of conch shell is extremely abduction, and the female snail is obviously larger than the male snail. Conch moves slowly, often feeds on algae and microorganisms, and moves at night. Its feet are located on the ventral surface of the body, and it is large and muscular, suitable for crawling and carnivorous. They mainly feed on echinoderms.

Conch usually lives in shallow water or flat mud and can be found in deep water as deep as 600 feet (200 meters). Most conchs are caught by traps or trawls, and they are also by-products of other products.