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Pre-Algebra
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if the length of each side of a triangle is cut to 1over3 of its original size, what happens to the area of the triangle? please help!!
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area will decrease by 3^2 or 1/9 th time of the original.
if an equilateral triangle area= 1/2 l^2 sin 60 =\[\sqrt{3}/4\] l area original : 1/2 l^2 sin 60 area of the new one: 1/2 (l/3)^2 sin 60 1/2 (1/9)^2 sin 60 =\[\sqrt{3}/36 l\] \[\frac{ \sqrt{3}l/3}{ \sqrt{3}l/36 }\] 1/9th of the original
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