What is the approximate area of the figure? A. 86.9 square centimeters B. 137.1 square centimeters C. 162.2 square centimeters D. 212.5 square centimeters
http://lv.k12.com/mediaFiles/Ninth_Grade/Math/Unit17525/Lesson68695/VHS_PA_S2_03_L212_L312_LQ_Q3.gif
@BVBLegacy
this shape is a combination of a rectangle and a semi circle what you have to do is to calculate the area of the rectangle and the semi circle separately then add them up do you know how to calculate the area of the rectangle and the semi circle ?
thats the hard part
let's start with the rectangle area of rectangle = length x width here length=14 and width=8 so area of the rectangle = ?
18*10 +(pi5^2)/2 =180 +3,14 *25 = aproximathiv 260
is it right ?
it seems that you are applying the correct formulas, but you are not using the dimensions given in the figure correctly why did you use 18*10 ?
area of a rectangle = base times height = 8 times 14 area of semicircle = (1/2)(r^2)pi r = (1/2)diameter diameter = 8 so r = 4 so area of semicircle = (1/2)(4^2)pi total area = (area of rectangle) + (area of semicircle) = (8*14) + (1/2)(4^2)pi
wait is it 137.1 square centimeters
great work! and correct answer
lol thanx
any time :)
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