Consider the given relations between lines:
$\bullet\text{ }p\parallel q$• p∥q
$\bullet\text{ }p\perp r$• p⊥r
$\bullet\text{ }q\perp s$• q⊥s
What is the relationship between the lines $q$q and $r$r?
Parallel
Perpendicular
What is the relationship between the lines $p$p and $s$s?
Parallel
Perpendicular
What is the relationship between the lines $r$r and $s$s?
Parallel
Perpendicular
In the following figure it is given that $m\perp p$m⊥p and $m\parallel n$m∥n.
Which two of the following relationships are true?
In the following figure $a\perp d$a⊥d.
Which of the following conditions would make $c\parallel d$c∥d?
Select the two relationships that can be deduced from the given figure.