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What else can I help you with?
WHAT IS thename for a picture that looks like it's moving?
The name for a picture that looks like it's moving is called an optical illusion or a motion illusion.
Can you cut a radius in a piece of glass?
Yes, glass can be cut with a radius by using a special glass cutter or a wet saw with a diamond blade. It is important to use proper safety precautions and techniques to avoid chipping or cracking the glass.
What is the analogy for d-B to r?
The analogy for d-B to r is like comparing the distance between two points on a straight line (d-B) to the radius of a circle (r). Just as the radius measures the distance from the center of a circle to any point on its circumference, d-B represents the shortest distance between two points on a line.
How is centripetal force calculated?
Centripetal force is not a force like gravity, which is there for any object with mass in a gravitational field (such as that of the earth, the sun), but a force which must be present in order to move in a circle. There is never a situation where you say "aha, this generates a centripetal force", but if something is moving in a circle (and certain types of ellipse) you can say that one of the forces already present (such as gravity, or tension for a weight on a string) is providing the required centripetal acceleration for circular motion. In practice though, the cheap and dirty trick is just to say the centripetal force is equal to (mass of the moving object x velocity^2) / (the radius of the circle).
What nuclei have a radius equal to half the radius of uranium 236?
A nucleus with a radius half that of uranium-236 would have 92 protons like uranium but fewer neutrons, resulting in a lower atomic mass. An example would be the nucleus of xenon-142, which has a smaller radius than uranium-236 due to having fewer nucleons.
How does the volume of a cone change if the radius is tripled?
it looks like a circle.
A picture of a million sided shape looks like?
A circle
What is the locus of the midpoints of all chords of length 4 in a given circle with radius of length 3?
Looks to us like it's another circle, concentric with the first one, with radius of sqrt(5) = 2.236 . (rounded)
What does an apathum look like?
The apothem is the perpendicular from the cent of a regular polygon to one of it's sides. When drawn it looks like the line drawn for the radius or circumference of a circle.
How looks the 360 degree in a circle draw?
it looks like a circle
How do you find the area of a circle that has a radius of 10?
Well, since the formula for the area of a circle is Pi (3.14) times the radius squared, you can use substitution to get an equation that looks like this: 3.14(102) ...which can be simplified to 3.14(100), which can be simplified to come up with the answer of 314 square units.
If the radius of a circle is 2.4M what is the area?
area of a circle is pi times the radius squared. If you simplify pi to 3.14, then the area is about 18.0864 square meters. For a more accurate calculation, use a calculator that has a pi button, and multiply it by 5.76.For reference sake, pi looks somewhat like this:__| |
How big is a circle if it's 12 x 12?
12 x 12 sounds like a square, not like a circle. To specify a circle, you need a single number, for example the radius or the diameter. Assuming the diameter is 12, the radius would be half of that (6 units). The "size" of the circle can be considered this radius (6), the diameter (12), or the area calculated by the formula pi * radius * radius.
The radius of a circle is 1 meter. What is the circle's diameter?
Oh, dude, this is like basic math 101. The diameter of a circle is just twice the radius, so if the radius is 1 meter, the diameter is 2 meters. It's like the circle's way of saying, "I'm just twice as big as my radius, no big deal."
What is the area of a circle with radius 5 mm?
Just like any other circle, the area of that one is (pi) times (the square of the radius).
What does a cone net look like?
A circle with a radius equal to the base of the cone. This circle will be tangential to a segment of a circle whose arc is the same length as the circle, and whose radius is the slant height of the cone.
What is the area of the shaded sector whose radius is 12 and and its degrees is 100?
We would need to know how big the circle is. And what is the shaded part looks like. That will help us figure out the answer.
