• Variable
• Vector
• Vertex
• Volume
• Value
• Vertical
• Venn diagram
• Variance
• Volumes of revolution
• Vertex angle
• Variable expression
• Vector space
• Variation
• Vertical line
• Volume formula
• Value theorem
• Vectors and scalars
• Vertex form
• Variational calculus
• Volumes by disks
• Viscosity
• Vertical angles
• Venn diagram intersection
• Variance formula
• Vertex of a parabola
• Variable substitution
• Vertical asymptote
• Volume integral
• Viète’s formulas
• Vertex-edge graph
• Vector magnitude
• Variation equation
• Vertex matrix
• Volumes by shells
• Venn diagram union
• Variance analysis
• Vector product
• Vertical stretch
• Volume ratio
• Vandermonde matrix
• Variance-covariance matrix
• Vertex-disjoint
• Vector projection
• Variance reduction
• Variance inflation factor
• Venn diagram complement
• Viscous fluid
• Vertex connectivity
• Volume element

• Vertex: Point where lines or edges meet.
• Vector: Quantity with direction and magnitude.
• Volume: Measure of space occupied by a three-dimensional object.
• Vertical Angles: Angles opposite each other when two lines intersect.
• Venn Diagram: Diagram using overlapping circles to show relationships.
• Voronoi Diagram: Divides space into regions around given points.
• Vector Space: Set of vectors closed under addition and scalar multiplication.
• Vesica Piscis: Shape formed by intersection of two circles.
• Vortex: Fluid motion with rotating or swirling pattern.
• Vertex Angle: Angle formed at a vertex of a polygon.

• Variable: Symbol representing an unknown quantity.
• Vector: Quantity with magnitude and direction.
• Vertex: Point where lines or curves meet.
• Volume: Measure of space enclosed by a 3D shape.
• Vertical Line Test: Determines if a graph represents a function.
• Variance: Measure of data’s spread or dispersion.
• Variable Expression: Mathematical phrase with variables and operations.
• Venn Diagram: Diagram illustrating set relationships using overlapping circles.
• Variation: Relationship between variables’ changes.
• Vertical Angles: Pairs of opposite angles formed by intersecting lines.

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