11 inches
2006-07-24 15:37:16
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answer #1
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answered by Anonymous
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Area of a square of side a is a^2
therefore a^2 = 121
taking square root
a = 11 inches
2006-07-24 16:14:06
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answer #2
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answered by qwert 5
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The formula for finding area is Length times Width. In a square, all sides are equal, therefore length and width will be the same. 11 times 11 equals 121. So each side equals 11 inches.
2006-07-24 15:49:47
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answer #3
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answered by studentsmom 1
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The area of a square is 121 sq inches. The length of each side will be the sq rof 121 which is 11 inches.
2006-07-24 16:43:37
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answer #4
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answered by Subhash G 2
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11
2006-07-24 15:38:35
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answer #5
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answered by thecat 2
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side of a square is square root of its area. Hence in this case length of the side is sqrt(121) i.e. 11 inches
2006-07-24 16:50:33
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answer #6
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answered by plzselectanotherone 2
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Since the quadrilateral is a square, its height and width must be the same, so height (h) times width (w) equals 121 and height equals width: h*w=121, h=w so if you substitute h for w you get h*h=121 or h^2=121 so h=squareroot(121)=11
2006-07-24 15:45:07
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answer #7
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answered by ConradD 2
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11 inches
11 inches (width) x 11 inches (length) = 121 square inches (area)
2006-07-24 15:38:31
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answer #8
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answered by penpallermel 6
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a million. what's the fringe of a sq. with aspects 10 ft lengthy? P = 4 * 10 feet = 40ft 2. the fringe of a sq. is 32 inches. what's the dimensions of each and every of its aspects? part length = P/4 = 32"/4 = 8" 3. what's the realm of a sq. with aspects 25 inches lengthy? A = LW = 25" * 25" = 625 squareinches 4. the realm of a sq. is 121 sq. ft. what's the dimensions of each and every of its aspects? part length = (121)^a million/2 = 11 feet
2016-11-25 22:22:01
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answer #9
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answered by brawner 4
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Area of a Square = (Lenght of side)²
121=(Lenght of Side)²
Taking Square root, we get
√(121) = √((Lenght of Side)²)
11=Lenght of Side.
Hence, each side is of 11 inches.
2006-07-24 16:53:14
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answer #10
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answered by Bogus Genius 2
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11 inches.
divde 121 by 4 and u get 11
2006-07-24 16:17:29
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answer #11
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answered by Anonymous
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