Questions: Below is a graph of triangle VTQ: V(2,-3), T(5,-2), Q(-5,-1) Graph the points after the given translation. Clear All Draw: Polygon Find the location of each point after the given translation. (x, y) -> (x+1, y+6) V' = T' = Q' =

Below is a graph of triangle VTQ: V(2,-3), T(5,-2), Q(-5,-1) Graph the points after the given translation. Clear All Draw: Polygon Find the location of each point after the given translation. (x, y) -> (x+1, y+6) V' = T' = Q' =
Transcript text: Below is a graph of $\triangle V T Q$ : \[ V(2,-3), T(5,-2), Q(-5,-1) \] Graph the points after the given translation. Clear All Draw: Polygon Find the location of each point after the given translation. $(\mathrm{x}, \mathrm{y}) \rightarrow(x+1, y+6)$ $V^{\prime}=$ $\square$ $\mathrm{T}^{\prime}=$ $\square$ $Q^{\prime}=$ $\square$
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Solution

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Solution Steps

Step 1: Identify the given points

The given points are:

  • V(2, -3)
  • T(5, -2)
  • Q(-5, -1)
Step 2: Understand the translation rule

The translation rule is: \[ (x, y) \rightarrow (x + 1, y + 6) \]

Step 3: Apply the translation rule to each point

  • For V(2, -3): \[ V' = (2 + 1, -3 + 6) = (3, 3) \]

  • For T(5, -2): \[ T' = (5 + 1, -2 + 6) = (6, 4) \]

  • For Q(-5, -1): \[ Q' = (-5 + 1, -1 + 6) = (-4, 5) \]

Final Answer

  • V' = (3, 3)
  • T' = (6, 4)
  • Q' = (-4, 5)
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