a heptagon has 4 equal sides each of 132° and 3 equal angles. Find the size of the equal angles.
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ANSWER
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)In a regular polygon, all the sides are equal and all the angles are equal to each other
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)In a regular polygon, all the sides are equal and all the angles are equal to each other∴5x=540
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)In a regular polygon, all the sides are equal and all the angles are equal to each other∴5x=540 o
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)In a regular polygon, all the sides are equal and all the angles are equal to each other∴5x=540 o
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)In a regular polygon, all the sides are equal and all the angles are equal to each other∴5x=540 o ⇒x=108
ANSWERThe given figure is a regular pentagon since it has 5 sides and all are equal We know that the sum of the internal angles S n of an n sided convex polygon is (n−2)×180 o Here n=5, i.e S n =(5−2)×180 o =540 o .......(i)In a regular polygon, all the sides are equal and all the angles are equal to each other∴5x=540 o ⇒x=108 o