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Q.

Convex polygon does not have portions of their diagonals in the


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a

    exterior

b

    interior

c

    edges

d

    boundary 

answer is A.

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Detailed Solution

Here, we have to find in which portion convex polygon does not have their diagonal.
Diagonals are which join two opposite vertices.
A polygon is a closed figure, so their diagonals do not extend in the exterior.
Such figures are convex polygon.
Thus, convex polygon does not have portions of their diagonals in the exterior.
Therefore, 1 is the correct answer.
 
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