Find the area of the square.
Find the area of the square. => 15 2 square cm or 25 4 square cm or 23 4 square cm or 27 4 square cm..
Find the area of the square.
Find the area of the square. => 12 in. 2 or 10 in. 2 or 9 in. 2 or 16 in. 2..
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Access full lesson that contains this video at: www.yourteacher.com Students learn that the area of a figure is the measure of how much surface is covered by the figure. The formula for the area of a rectangle is length times width, so the area of a rectangle that has a length of 7 centimeters and a width of 3 centimeters is 7 times 3, or 21 square centimeters. The formula for the area of a square is side squared, so the area of a square that has a side of length of 9 feet is 9 squared, or ...
Question : Determine the dimensions of a rectangular solid (with a square base) with maximum volume if its surface area is 305.5 square centimeters. (Give your answer correct to 2 decimal places.)
__cm (length)
__cm (width)
__ cm (height)
Answer : The maximum volume of a rectangular solid occurs if that rectangular solid is in the shape of a cube. That means the length = width = height. Surface area = 6 * length * width ---> 305.5 = 6 * length * width ---> 50.91666667 = length * width (Since length = width = height, that means we can substitute [length ] for [length * width]) ---> 50.91666667 = length ---> 7.135591543 = length That means the length, width, and height of the "rectangular solid" all equal 7.14 cm. ---------------------------------------------------------------------------.. More from Yahoo Answers
Answer : The maximum volume of a rectangular solid occurs if that rectangular solid is in the shape of a cube. That means the length = width = height. Surface area = 6 * length * width ---> 305.5 = 6 * length * width ---> 50.91666667 = length * width (Since length = width = height, that means we can substitute [length ] for [length * width]) ---> 50.91666667 = length ---> 7.135591543 = length That means the length, width, and height of the "rectangular solid" all equal 7.14 cm. ---------------------------------------------------------------------------.. More from Yahoo Answers
Question : A farmer wants to fence an area of 13.5 million square feet in a rectangular field and then divide it in half with a fence parallel to one of the sides of the rectangle. How can he do this so as to minimize the cost of the fence? (Give the dimensions in increasing order.)
Help is much appreciated! Anyone?! Help?
Answer : Think about it. The length is L, the width is W. Area = LxW = 13.5,000,000 square feet. calculate L & W so that 2L +3W is minimized... More from Yahoo Answers
Answer : Think about it. The length is L, the width is W. Area = LxW = 13.5,000,000 square feet. calculate L & W so that 2L +3W is minimized... More from Yahoo Answers
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