Questions: My IXL Learning Assessment R. 5 Translations: write the rule 6 XB Rhombus S'T'U'V' is a translation of rhombus STUV. Write the translation rule. (x, y) maps to (x + square, y - square)

My IXL Learning Assessment R. 5 Translations: write the rule 6 XB

Rhombus S'T'U'V' is a translation of rhombus STUV. Write the translation rule.

(x, y) maps to (x + square, y - square)

Transcript text: My IXL Leaming Assessment R. 5 Translations: write the rule 6 XB Rhombus $S^{\prime} T^{\prime} U^{\prime} V^{\prime}$ is a translation of rhombus STUV. Write the translation rule. \[ (x, y) \mapsto(x+\square, y-\square) \]

Solution

Solution Steps

Step 1: Identify the coordinates of corresponding vertices

Let's consider vertex S and its corresponding vertex S'. The coordinates of S are (-3, 6), and the coordinates of S' are (2, -5).

Step 2: Find the difference in x-coordinates

The difference in the x-coordinates is $2 - (-3) = 2 + 3 = 5$.

Step 3: Find the difference in y-coordinates

The difference in the y-coordinates is $-5 - 6 = -11$.

Step 4: Write the translation rule

The translation rule is $(x, y) \mapsto (x + 5, y - 11)$.

Final Answer

$(x, y) \mapsto (x + 5, y - 11)$

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