You cannot solve a convex polygon! You can solve some questions regarding its angles, or side lengths or area or perimeter. But a convex polygon, in itself, is not something that can be solved!
The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.
65
You can't solve the question. If it is a regular polygon of n sides, then the length of each side would be 48cm/n. However, the only givens are that the figure is a polygon and that the perimeter is 48cm.
A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.
A quadrilateral
You cannot solve a convex polygon! You can solve some questions regarding its angles, or side lengths or area or perimeter. But a convex polygon, in itself, is not something that can be solved!
Outside Inside Foursided
The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.The answer depends on what you mean by "solve" a polygon. Do you want to find the number of sides or vertices, or lengths of sides, or measures of angles, or their sum, or the area of the polygon or its perimeter? And the answer, in most cases, will depend on what information you do have.
It is: 0.5*(n2-3n) = diagonals whereas 'n' is the number of sides of the polygon
65
You can't solve the question. If it is a regular polygon of n sides, then the length of each side would be 48cm/n. However, the only givens are that the figure is a polygon and that the perimeter is 48cm.
trapeze The word is from Greek, trapezium, a foursided shape with only one pair of sides parallel.
A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.A polygon with n sides has n*(n-3)/2 diagonals.So you need to solve n*(n-3)/2 = 54n2 - 3n - 108 = 0 which has the solutions n = 12 or n = -9.Since a polygon cannot have a negative number of sides, the answer is 12.
To find the sum of interior angles for any N-sided polygon = N*180° - 360°Solve the equation: N*180° - 360° = 3060°, for N, and N = 19
To find the sum of interior angles for any N-sided polygon = N*180° - 360°Solve the equation: N*180° - 360° = 3240°, for N, and N = 20, so a 20 sided polygon will have sum of interior angles = 3240°, and if it is a regular polygon, then each angle = 162°
The formula for the sum of the angles of an interior polygon is 180(n-2), where n is the number of sides, so then you solve 180(n-2) = 1980. (n-2) = 11 n = 13. So the polygon has 13 sides.