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Types of Quadrilaterals

consider a co...

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consider a convex polygon which has 44 diagonals then the no of triangles joining the vertices of polygon in which exactly one side common in polygon and triangle is

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Q. Consider the convex polygon which has

35

diagonals. Then number of triangles in which exactly two sides are common with that of polygon is

Q. Consider the convex polygon which has

35

diagonals. Then number of triangles in which exactly two sides are common with that of polygon is

Q. If a convex polygon has

35

diagonals, then the number of triangles in which exactly one side is common with that of polygon is

Q. If a convex polygon has

35

diagonals, then the number of triangles in which exactly one side is common with that of polygon is

Q. Consider a convex polygon which has

35

diagonals. Then match the following columns:

\begin{matrix} C o l u m n 1 & C o l u m n 2 a. Number of triangles joining the vertices of the polygon & p. 210 b. Number of points of intersections of diagonal which lies inside the polygon & q. 120 c. Number of triangle in which exactly one side is common with that of polygon & r. 10 d. Number of triangles in which exactly two sides are common with that of polygon & s. 60 \end{matrix}

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