Question 1

Because linear pairs are complementary, the remaining two angles must also be right angles. true or false?

Question 2

$\large\boxed{\textsf{False.}}$

$\Large\underline{\textsf{What are Linear Pairs?}}$

$\textsf{Linear Pairs are 2 angles that form a straight angle.}$

$\textsf{Straight angles are equal to 180}^(\circ).$

$\textsf{Complementary angles are 2 angles that form a right angle.}$

$\textsf{Right angles are equal to 90}^(\circ).$

$\textsf{Because Linear Pairs are equal to 180}^(\circ), \textsf{Linear Pairs are Supplementary.}$

$\textsf{For this problem, if linear pairs are complementary, the other 2 angles will be 90}^(\circ)?$

$\textsf{False, assuming we are referring to angles that add up to 360}^(\circ).$

$\textsf{The angles would add up to 270}^(\circ) \ \textsf{instead.}$

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