Question

nombra la figura a continuación de dos maneras diferentes. (diagram: line with points v, u, d; arrows on both ends; dropdown for symbol símbolo: with options, and vd and...)

Explanation:

To solve this, we analyze the figure (a line with points \( U \), \( V \), \( D \)):

First Way (Line Segment):

A line segment is part of a line with two endpoints. Here, the segment between \( V \) and \( D \) can be named \( \overline{VD} \) (or \( \overline{DV} \)), as it connects points \( V \) and \( D \).

Second Way (Line):

A line extends infinitely in both directions. The line containing \( V \) and \( D \) can be named \( \overleftrightarrow{VD} \) (or \( \overleftrightarrow{DV} \)), since it passes through \( V \) and \( D \) and extends forever.

Respuesta:

1. Como segmento de recta: \( \boldsymbol{\overline{VD}} \) (o \( \boldsymbol{\overline{DV}} \))
2. Como recta: \( \boldsymbol{\overleftrightarrow{VD}} \) (o \( \boldsymbol{\overleftrightarrow{DV}} \))

Answer:

To solve this, we analyze the figure (a line with points \( U \), \( V \), \( D \)):

First Way (Line Segment):

A line segment is part of a line with two endpoints. Here, the segment between \( V \) and \( D \) can be named \( \overline{VD} \) (or \( \overline{DV} \)), as it connects points \( V \) and \( D \).

Second Way (Line):

A line extends infinitely in both directions. The line containing \( V \) and \( D \) can be named \( \overleftrightarrow{VD} \) (or \( \overleftrightarrow{DV} \)), since it passes through \( V \) and \( D \) and extends forever.

Respuesta:

1. Como segmento de recta: \( \boldsymbol{\overline{VD}} \) (o \( \boldsymbol{\overline{DV}} \))
2. Como recta: \( \boldsymbol{\overleftrightarrow{VD}} \) (o \( \boldsymbol{\overleftrightarrow{DV}} \))