Sovi AI

Sovi AI

Foto-Fragenhilfe

description of transformation | rule of transformation | congruent (sam…

$(\frac{1}{2}x, \frac{1}{2}y)$ $(x - 28, y)$ $(x, y + 33)$

Kategorie: geometry Aktualisiert: 2026-02-06

Aufgabe

description of transformation | rule of transformation | congruent (same size) or similar (different size)
a trapezoid dilated by a scale factor of ½. | | similar
a triangle is translated 28 units to the left | | congruent
a quadrilateral reflected across the y - axis | (-x, y) | congruent
a parallelogram is translated 33 units up. | | congruent
a polygon is reflected across the x - axis. | (x, -y) | similar

Lösungsschritte

  1. Understand the question

    description of transformation | rule of transformation | congruent (same size) or similar (different size)
    a trapezoid dilated by a scale factor of ½. | | similar
    a triangle is translated 28 units to the left | | congruent
    a quadrilateral reflected across the y - axis | (-x, y) | congruent
    a parallelogram is translated 33 units up. | | congruent
    a polygon is reflected across the x - axis. | (x, -y) | similar

  2. Final answer

    $(\frac{1}{2}x, \frac{1}{2}y)$
    $(x - 28, y)$
    $(x, y + 33)$

Antwort

Answer

$(\frac{1}{2}x, \frac{1}{2}y)$
$(x - 28, y)$
$(x, y + 33)$

Question Image

Click to enlarge

Question Analysis

Subject mathematics
Sub Subject geometry
Education Level middle school
Difficulty unspecified
Question Type with chart
Multi Question No
Question Count 1
Analysis Status completed
Analyzed At 2026-02-06T06:16:33

OCR Text

Show OCR extraction
description of transformation | rule of transformation | congruent (same size) or similar (different size)
a trapezoid dilated by a scale factor of ½. |  | similar
a triangle is translated 28 units to the left |  | congruent
a quadrilateral reflected across the y - axis | (-x, y) | congruent
a parallelogram is translated 33 units up. |  | congruent
a polygon is reflected across the x - axis. | (x, -y) | similar

Verwandte Themen

mathematicsgeometrywith chartmiddle schoolliked-answerturns-1

Ähnliche Fragen

Sovi AI iOS

Offizielle Website: mysovi.ai. Frage-Seiten laufen auf question-banks.mysovi.ai. Die iOS-App ist im Apple App Store verfügbar.

Im App Store laden Kategorie: Geometrie