0
If your question is " What is the shape of a sphere's tangent?" , then the answer is : a plane.
A plane basically touches the sphere at only one point and hence , it should be a plane.
It cannot be a straight line , as a straight line is a tangent for 2D objects,( ie.) a circle.
What else can I help you with?
The intersection of this line and sphere and its interior is called?
Tangent
What is the intersection of a line and a sphere is called?
Two points. These may coincide if the line is a tangent to the sphere.
What sphere look like?
a ball
What does a sphere look like?
It looks like a ball.
What does a Tangent look like?
Usually a straight line that touches a curve at one point. At the point of contact, the tangent is perpendicular to the radius of curvature.
The intersection of this line and sphere and its interior is called?
Tangent
What is the intersection of a line and a sphere is called?
Two points. These may coincide if the line is a tangent to the sphere.
Will the intersection of a plane and a sphere always be a circle or can it be a point also?
It will be a point if the plane is tangent to the sphere.
Name some things that look like a sphere?
basketball, soccer ball are some things that look like a sphere.
What sphere look like?
a ball
What word means Touching a sphere at only one point?
The word is "tangent."
If a sphere is inscribed in a cube how many faces of the cube are tangent to the sphere?
Six Faces, because a cube contains 6 faces.
What is a sphere look like?
It looks like a ball.
What does a sphere look like?
It looks like a ball.
What does a Tangent look like?
Usually a straight line that touches a curve at one point. At the point of contact, the tangent is perpendicular to the radius of curvature.
What is a sphere shape look like?
A perfect sphere is a perfect round ball shape.
What is the point of intersection of a circle of a sphere with tangent line or plane?
The point of intersection of a tangent line or plane with a circle on a sphere is the single point where the line or plane touches the circle. This point is unique because, by definition, a tangent line or plane only intersects a circle at one point without passing through it. If the tangent is from an external point, it signifies that the line or plane is just "touching" the circle at that specific location. In three-dimensional space, this concept illustrates the relationship between the geometry of the sphere and the properties of tangents.
