Pls plot it on a graph for me

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ScanSolve AI Answer

Answer

P=(5,6) and P′=(1,4)P=(5, 6) \text{ and } P'=(1, 4)

P=(5,6) and P′′=(8,11)P=(5, 6) \text{ and } P''=(8, 11)

Step-by-step solution

6 steps

To plot the translations on a graph, we need specific points or shapes to translate. Since you haven't provided any, I will demonstrate with an example point.

Let's take the point P=(5,6)P = (5, 6).

  1. Translate PP 4 units left and 2 units down.
  1. Apply the translation to the coordinates of PP.

    The new $x$-coordinate is $5 - 4 = 1$.  
    The new $y$-coordinate is $6 - 2 = 4$.
    
  2. The translated point, let's call it P′P', is (1,4)(1, 4).

  3. Plot the points on a graph.

    On a Cartesian plane, you would locate $P$ at $(5, 6)$ and $P'$ at $(1, 4)$. You can draw an arrow from $P$ to $P'$ to show the translation.  
    The plotted points are $\boxed{P=(5, 6) \text{ and } P'=(1, 4)}$.
    

    2. Translate PP 3 units right and 5 units up.

  4. Apply the translation to the coordinates of PP.

    The new $x$-coordinate is $5 + 3 = 8$.  
    The new $y$-coordinate is $6 + 5 = 11$.
    
  5. The translated point, let's call it P′′P'', is (8,11)(8, 11).

  6. Plot the points on a graph.

    On a Cartesian plane, you would locate $P$ at $(5, 6)$ and $P''$ at $(8, 11)$. You can draw an arrow from $P$ to $P''$ to show this translation.  
    The plotted points are $\boxed{P=(5, 6) \text{ and } P''=(8, 11)}$.
    
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