Question 1 of 10What is the formula for finding the area of a regular polygon with perimeter P and apothem length a?A.a = ½(PA)B.A = ½(Pa)C.A = PaD.a = PASUBMITarrow_backPREVIOUS

The apothem of a 30-sided regular polygon is 12.8 meters. What is its area if each side measures 2.7 m? (Your answer will be numerical only and rounded to the nearest whole number).Answer:Question 11

The apothem of a 40-sided regular polygon is 11.7 cm. What is its area if each side measures 1.84 cm?Question 9Select one:a.43.0 cm2b.431 cm2c.17394 cm2d.173.94 cm2

. Which equation can you solve to determine the area of a 10-sided regular polygon by decomposing it into triangles?𝐴=6×𝑏ℎ2𝐴=10×𝑏ℎ2𝐴=8×𝑏ℎ2𝐴=4×𝑏ℎ2

Calculate the area of the regular polygon below. The distance from the base to the center of the polygon is marked.View Image DescriptionA regular pentagon on a coordinate plane with the following attributes:A dashed line connects a center point G to base AB. The line is labeled 9.63.The vertices A and B are plotted at (0, 0) and (14, 0) respectively.463.68 units squared672 units squared337.05 units squared448 units squared

The sides of a cyclic quadrilateral are in A.P., the shortest is 6 and the difference of longest and the shortest is also 6. If P is the square of the area of the quadrilateral then P/1440 is ___