Since a sphere has an infinite number of side and angles, we can easily conclude that the new drawing for a sphere is a simple circle. The other new drawings do not have an infinite number of sides. Hence, They look 3D
no
Yes because the surface area of a sphere is 4*pi*radius squared
Some facts about a sphere is, a sphere is round.
it looks like a rectangle in the middle of two circles. the first circle is on the top of the rectangle other circle is on the bottom
The correct answer is Sphere. All of these are geometric shapes, however only the sphere is a 3 dimensional one.
Type in drawing net on a search engine
no
Yes because the surface area of a sphere is 4*pi*radius squared
The net static electric charge on the metal sphere would be +3 elementary charges. This means the sphere has an excess of 3 positive charges.
Yes you can by drawing it on a sphere
When a charge is placed on a hollow conducting sphere, the net charge distributes itself evenly on the outer surface of the sphere. This is because charges repel each other and seek to reach a state of equilibrium, spreading out as much as possible on the surface of the sphere.
It depends on the figure. For example, you cannot draw a net for a sphere, an ellisoid or a torus.
it means to draw a net cube with the sides of 15milimeters
To create a net of a sphere, you can use a series of circular shapes arranged in a way that allows them to fold into a spherical form. A common method is to use a network of circles, often resembling a series of overlapping circles or a pattern like a geodesic dome. You can also create a net by using a series of triangles or curved shapes that can be folded together to form the sphere. When cut out, these shapes can be assembled to approximate the surface of a sphere.
Yes, spheres do have nets!They are made out of 12 curved shapes (ellipses) called gores.Here is a link so you can see what it looks like:gwydir.demon.co.uk/jo/solid/sphere.gifBy ...............
The electric field inside a charged hollow sphere is zero because the net contribution from the charges on the inner surface of the sphere cancels out due to symmetry. This means that the field created by the positive charges is equal and opposite to the field created by the negative charges, resulting in a net field of zero inside the sphere.
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