Choose the word that makes this sentence true. A rectangle is ____ a rhombus. Choices: (A)always (B)sometimes (C)never

Define shapes: Step 1: Define a rectangle and a rhombus. A rectangle has opposite sides equal and all angles are 90 degrees. A rhombus has all sides equal and opposite angles are equal.Compare properties: Step 2: Compare properties. A rectangle does not require all sides to be equal, just opposite sides; a rhombus requires all sides to be equal. They share the property of having equal opposite sides, but not all properties match.Determine overlap: Step 3: Determine overlap. Since a rectangle can have all sides equal (making it a square, which is a special type of rhombus), it is possible for a rectangle to also be a rhombus, but not always.

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Choose the word that makes this sentence true. $\newline$ A rectangle is ____ a rhombus. $\newline$ Choices: $\newline$ (A) always $\newline$ (B) sometimes $\newline$ (C) never

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Grade 8

Identify rational and irrational square roots

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Q. Choose the word that makes this sentence true.

\newline

A rectangle is ____ a rhombus.

\newline

Choices:

\newline

(A) always

\newline

(B) sometimes

\newline

Define shapes: Step $1$ : Define a rectangle and a rhombus. $\newline$ A rectangle has opposite sides equal and all angles are $90$ degrees. A rhombus has all sides equal and opposite angles are equal.
Compare properties: Step ext{ $2$ }: Compare properties. $\newline$ A rectangle does not require all sides to be equal, just opposite sides; a rhombus requires all sides to be equal. They share the property of having equal opposite sides, but not all properties match.
Determine overlap: Step $3$ : Determine overlap. $\newline$ Since a rectangle can have all sides equal (making it a square, which is a special type of rhombus), it is possible for a rectangle to also be a rhombus, but not always.