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Function Notation Flip Cards

LARA HARJO

Created on September 8, 2025

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Transcript

Function Notation

f(-4)=

f(2)=

f(0)=

f(0)

f(2)

f(-4) =

f(2)=5

f(0)=

f(-4)=

f(2) =

f(-4)=8.

f(0)= 6.

Function Notation

f(4) =

f(8)=

f(6)=

f(4)= 4.

f(6)=3

f(8)=2

The output is equal to 20. Solve the equation 20=3x-10 x=10 So f(10)=20

f(x)=20

Substitute the value of 7 in the place of x f(7)=11

f(-2)=

f(7)=

Substitute in a value of -2 in the place of x. f(-2)=-16

Evaluating function Notation

f(x) = 3x-10 g(x)=-2x-5

The output is equal to 45. Solve the equation 45=-2x-5 x=-25 g(-25)=45

Substitute in a value of -4 in the place of x. g(-4)=3

g(0)=

g(x)=45

g(-4)=

Substitute a value of 0 for x. g(0)=-5

Geometric figures...

  • Square: A quadrilateral with 4 equal sides and 4 right angles.
  • Pentagon: Five sides and five interior angles, and the total sum of the interior angles is 540 degrees.
  • Hexagon: Six sides and six interior angles, and the sum of its interior angles is 720 degrees.
  • Circle: A round figure where all points are at the same distance fromthe center.
  • Triangle: A figure with three sides. Types: equilateral (all sides equal), isosceles (two sides equal), and scalene (all sides different).
  • Rectangle: A quadrilateral with 4 right angles, but its opposite sides are of equal length.

Geometric figures...

  • Cone: A shape with a circular base and a single lateral face that narrowsto a vertex.
  • Pyramid: It has a polygonal base and all its lateral faces are triangles that converge at a common vertex.
  • Hemisphere: Half of a sphere, obtained by dividing it with a plane that passes through its center.
  • Cube: A shape with 6 equal square faces, 12 edges, and 8 vertices. All its angles are right angles.
  • Sphere: A round and perfectly symmetrical shape, with noedges or vertices.
  • Cylinder: It has two circular bases and a curved lateral face thatconnects them.

About angles...

  • They are formed when two lines meet ata point (vertex).
  • They are measured in degrees (°).
  • They indicate the opening between the lines.
  • They are fundamental in geometry and othermathematical areas.