http://ift.tt/2slyPXG a sphere with a radius of X kilometers has the same volume as a cube thats X miles on each side

http://ift.tt/2slyPXG a sphere with a radius of X kilometers has the same volume as a cube thats X miles on each side

Comparing Volumes of Cylinders, Spheres, and Cones- In this interactive from Annenberg Learner’s Learning Math, compare the volumes of a cylinder, cone, and sphere that all have the same radius and height. In the accompanying classroom activity, students fill cylinders, spheres, and cones with water in order to compare volumes of shapes with equal height and radius. They use the interactive to further explore the concept.

Comparing Volumes of Cylinders, Spheres, and Cones- In this interactive from Annenberg Learner’s Learning Math, compare the volumes of a cylinder, cone, and sphere that all have the same radius and height. In the accompanying classroom activity, students fill cylinders, spheres, and cones with water in order to compare volumes of shapes with equal height and radius. They use the interactive to further explore the concept.

Surface area of spheres- an apeeling lesson… | Great Maths Teaching Ideas

Surface area of spheres- an apeeling lesson… | Great Maths Teaching Ideas

If you collected all of Earth’s water into a sphere, how big would it be?--not that big, so be good to it.

If you collected all of Earth's water into a sphere, how big would it be?

If you collected all of Earth’s water into a sphere, how big would it be?--not that big, so be good to it.

This is an 8th Grade Common Core guided, color-coded notebook page for the Interactive Math Notebook on Finding the Radius of a Sphere.Included is a color-coded diagram with academic vocabulary of a sphere, the great circle and the circumference. Also included is a color-coded, step by step example problem for finding the radius of a sphere given the circumference and a color-coded, step by step example problem for finding the volume of a sphere given the circumference of a circle.

Math 8 Guided Interactive Math Notebook Pages: Finding the Radius of a Sphere

This is an 8th Grade Common Core guided, color-coded notebook page for the Interactive Math Notebook on Finding the Radius of a Sphere.Included is a color-coded diagram with academic vocabulary of a sphere, the great circle and the circumference. Also included is a color-coded, step by step example problem for finding the radius of a sphere given the circumference and a color-coded, step by step example problem for finding the volume of a sphere given the circumference of a circle.

Nuclei is a project about space, space filling and fields / novastructura via mtchl

Nuclei is a project about space, space filling and fields / novastructura via mtchl

Mysterious giant sphere unearthed in forest divides opinion #Amazing_Places #Ancient_Civilisations

Mysterious giant sphere unearthed in forest divides opinion #Amazing_Places #Ancient_Civilisations

The Sun or Sol, is the star at the centre of our solar system and is responsible for the Earth’s climate and weather. The Sun is an almost perfect sphere with a difference of just 10km in diameter between the poles and the equator. The average radius of the Sun is 695,508 km (109.2 x that of the Earth) of which 20–25% is the core.  Image Credit: SOHO/EIT

The Sun or Sol, is the star at the centre of our solar system and is responsible for the Earth’s climate and weather. The Sun is an almost perfect sphere with a difference of just 10km in diameter between the poles and the equator. The average radius of the Sun is 695,508 km (109.2 x that of the Earth) of which 20–25% is the core. Image Credit: SOHO/EIT

2 of my favorite alternate motion machines .5way through.  Leonardo da Vinci machines in motion - YouTube

2 of my favorite alternate motion machines .5way through. Leonardo da Vinci machines in motion - YouTube

Inspired by a picture on the USGS website   Each blue sphere is to scale assuming the Earth is a sphere with a radius of 40 cm (15.74 inches). The largest one is all of the water on Earth. The mid-sized sphere is all fresh liquid water and the smallest is lake and river water only. The white base is a slice of a 40 cm sphere (size of the Earth)   More information here

Inspired by a picture on the USGS website Each blue sphere is to scale assuming the Earth is a sphere with a radius of 40 cm (15.74 inches). The largest one is all of the water on Earth. The mid-sized sphere is all fresh liquid water and the smallest is lake and river water only. The white base is a slice of a 40 cm sphere (size of the Earth) More information here

Throughout the world, stone spheres are found. The most famous are the ones from Costa Rica, but also in Mexico, Australia, Egypt and Bosnia spheres have been discovered. Some of them have a radius of almost 3 meters and weigh about 15 tons. They are finished rather smoothly and almost perfectly round. Most of them are made of a volcanic mineral called gabbro, that is not commonly present in the neighborhood of the places where the spheres are found.

Throughout the world, stone spheres are found. The most famous are the ones from Costa Rica, but also in Mexico, Australia, Egypt and Bosnia spheres have been discovered. Some of them have a radius of almost 3 meters and weigh about 15 tons. They are finished rather smoothly and almost perfectly round. Most of them are made of a volcanic mineral called gabbro, that is not commonly present in the neighborhood of the places where the spheres are found.

The radius of Atom: Hello friends, we are going to discuss the atomic radii. The general picture of an atom in our mind is that of a sphere. If it is regarded as correct, then it is defined as:  The distance from the center of nucleus to the outermost shell containing the electrons.  When move down to group on periodic table no of shell increase. Therefore, atomic radius(size) also increases.The size of an atom will decrease as you move from left to the right of a certain period.

The radius of Atom: Hello friends, we are going to discuss the atomic radii. The general picture of an atom in our mind is that of a sphere. If it is regarded as correct, then it is defined as: The distance from the center of nucleus to the outermost shell containing the electrons. When move down to group on periodic table no of shell increase. Therefore, atomic radius(size) also increases.The size of an atom will decrease as you move from left to the right of a certain period.

Geodesic rotegrity, or nexorade, based on tessellation of the icosahedron 60 red bands 30 green bands Using these dimensions will produce a sphere of unit (1.000000) radius (Also, see Rotegrity Spr...

Geodesic rotegrity, or nexorade, based on tessellation of the icosahedron 60 red bands 30 green bands Using these dimensions will produce a sphere of unit (1.000000) radius (Also, see Rotegrity Spr...

A Spherical Shell Of Radius 4.09 Cm And A Sphere O... | Chegg.com

A Spherical Shell Of Radius 4.09 Cm And A Sphere O... | Chegg.com

• A two-dimensional perspective projection of a sphere • r – radius of the sphere

• A two-dimensional perspective projection of a sphere • r – radius of the sphere

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