
¿HASTA QUÉ ALTURA HAY QUE LLENAR UNA COPA PARA TENER LA MITAD DEL VOLUMEN? Geometría Básica
HOW HIGH SHOULD YOU FILL A GLASS TO HAVE HALF THE VOLUME? Basic Geometry
Thema PBMH

HOW HIGH SHOULD YOU FILL A GLASS TO HAVE HALF THE VOLUME? Basic Geometry

Can you find the area of this irregular plot of land?


FIND THE AREA OF THE CIRCLE | GEOMETRIC CHALLENGE THAT ALMOST NO ONE CAN SOLVE

AREA OF A SEMICIRCLE INSCRIBED IN A RIGHT TRIANGLE. Geometric challenge

Can you find the person's height? Geometric challenge

AREA OF A SQUARE INSCRIBED IN A RIGHT TRIANGLE

FIND THE RADIUS | Circle inscribed in a square

AREA OF A SQUARE INSCRIBED IN A SEMICIRCLE

FIND THE RADIUS OF THE SEMICIRCLE | Basic geometry


Can you find the side? | Triangle problem without trigonometric ratios

Can you find the hypotenuse of this right triangle? Basic Geometry

Can you find the side length of the square? | I'll give you the perimeters


Circle inscribed in a right triangle | Area of the shaded corner🧐

Semicircle and inscribed circle | What is the area of a circle? 🧐

Viral geometry problem | The area of the square inscribed in the triangle 🧐

The viral challenge of the area of the square that almost no one solves🧐

Very few people know the value of the radius of a circle 🤯

Can you find the area of the square inside the triangle?💡


Length of a chain around 3 circles | Basic geometry problem


FIND THE RADIUS of a circle using Pythagoras | Basic geometry

How to find the square meters of a hexagonal plot of land💡



Few students know how to find the radius of a circle.

With these three pieces of information, hardly anyone can find the area of a triangle. Awesome!

Almost no one knows how to find the area of a square. I'll show you two methods.

Imperial College London Entrance Exam. Geometric Challenge💪🏻

How many square meters does the land have? (Trapezoid with unequal sides) 🤔

Can you find the area of the square inscribed in this circle? 🧐

Test yourself with this geometry problem about a regular hexagon🧠

One of the coolest problems in basic geometry❤️

Trying to solve this geometric challenge makes you smarter.

The problem with the shaded area that no one knows how to do without watching the video 😵

Students do not know how to calculate the area of the red circle

Area = 30 cm², Perimeter = 30 cm… What sides does the triangle have?🧐