Question

in the given figure name is linear pair of angles and each pair of vertically opposite angles with full solution​

Answer 1

Answer:

LINEAR PAIRS OF ANGLES

(a&b), (c&d) ,(a&c) ,(b&d), (e&f) ,(e&i) ,(i&j), (f&j) ,(g&h), (h&l), (g&k), (k&l)

because,

$a + b = 180 \\ a + c = 180 \\ c + d = 180 \\ b + d = 180\\ e + f = 180 \\ e + i = 180 \\ i + j = 180\\ j + f = 180\\ g + h = 180 \\ h + l = 180 \\ g + k = 180 \\ k + l = 180$

VERTICALLY OPPOSITE ANGLES

(a and d), (b and c), (e and j ), (f and i) ,(g and l) ,( h and k )