How to find an angle in a pentagon - SAT Math
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Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above
Find the sum of all the angles in a pentagon.
Find the sum of all the angles in a pentagon.
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
To solve, simply use the formula to find the total degrees in a polygon, where n is thenumber of vertices.
In this particular case, a pentagon is a shape that has five sides and thus has five vertices.
Thus,
Compare your answer with the correct one above