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  1. Home
  2. 12th grade
  3. Precalculus
  4. Exercise : Determine cartesian coordinates of points of the plan

Determine cartesian coordinates of points of the plan Precalculus

Determine the cartesian coordinates of the points graphed on the following planes.

-

To reach the point A, we need to:

  • Move four units to the left of the origin horizontally.
  • Move two units up vertically.

Therefore we have:

A=\left(-4{,}2\right)

-

To reach the point A, we only need to move two units down vertically.

Therefore, we have:

A=\left(0,-2\right)

-

To reach the point A, we need to move three units to the right of the origin horizontally.

Therefore, we have:

A=\left(3{,}0\right)

-

To reach the point A, we need to:

  • Move one unit to the right of the origin horizontally.
  • Move two units up vertically.

Therefore, we have:

A=\left(1{,}2\right)

-

To reach the point A, we need to:

  • Move three units to the left of the origin horizontally.
  • Move two units down vertically.

Therefore, we have:

A=\left(-3,-2\right)

-

To reach the point A, we need to:

  • Move four units to the right of the origin horizontally.
  • Move one units down vertically.

Therefore, we have:

A=\left(4,-1\right)

-

To reach the point A, we need to:

  • Move one unit to the left of the origin horizontally.
  • Move one unit down vertically.

Therefore, we have:

A=\left(-1,-1\right)

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See also
  • Course : Relations and functions
  • Exercise : Determine the domain and range of a function defined by a graph
  • Exercise : Add and subtract functions defined by equations
  • Exercise : Calculate the average rate of change of a function between two points using the equation of the function
  • Exercise : Find the x- and y- intercept of a function defined by a graph
  • Exercise : Compose two functions
  • Exercise : Find the inverse of a function
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