Infinite planes can be drawn through point A that lies outside plane P. Each plane can be oriented differently, intersecting plane P at various angles, or not intersecting it at all. The only constraint is that the planes must pass through point A, allowing for countless possibilities in their orientation.
There is exactly one plane that can be drawn parallel to plane P that passes through point A. Since parallel planes share the same orientation and direction, any plane that is parallel to plane P must maintain the same angle and distance from the points on plane P. Therefore, the plane through point A will be uniquely defined and parallel to plane P.
Only one line can be drawn parallel to plane P that passes through point A. This line will be oriented in the same direction as the plane, remaining equidistant from it. All other lines passing through point A will either intersect the plane or be skew to it.
A sphere has an infinite number of planes of symmetry. The plane must include the center of the sphere, but it can tilt at any angle. The question is the same as asking "How many planes can be drawn through one point ?" The answer is: An infinite number. And as long as the point is the center of the sphere, each plane is a plane of symmetry of the sphere.
just one
the answer is one
There is exactly one plane that can be drawn parallel to plane P that passes through point A. Since parallel planes share the same orientation and direction, any plane that is parallel to plane P must maintain the same angle and distance from the points on plane P. Therefore, the plane through point A will be uniquely defined and parallel to plane P.
A concave plane curves inward, like the inside of a bowl, while a convex plane curves outward, like the outside of a ball. Concave planes have a center point where all lines drawn from the edges converge, while convex planes have a center point where all lines drawn from the edges diverge.
Only one line can be drawn parallel to plane P that passes through point A. This line will be oriented in the same direction as the plane, remaining equidistant from it. All other lines passing through point A will either intersect the plane or be skew to it.
A sphere has an infinite number of planes of symmetry. The plane must include the center of the sphere, but it can tilt at any angle. The question is the same as asking "How many planes can be drawn through one point ?" The answer is: An infinite number. And as long as the point is the center of the sphere, each plane is a plane of symmetry of the sphere.
Two tangents can be drawn from a point outside a circle to the circle. The answer for other curves depends on the curve.
Any tangent must contain a point outside the circle. So the answer to the question, as stated, is infinitely many. However, if the question was how many tangents to a circle can be drawn from a point outside the circle, the answer is two.
just one
the answer is one
One.
Infinitely many.
Between 2 distinct points, there are an infinite number of planes that can be drawn in 3 dimensions
uncountable lines can be drawn through one point.