The greatest perfect square that is a factor of 980 is 196.
14 x 14 x 5 = 980 = 196 x 5
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To calculate the square footage of a mobile home, you would multiply the length by the width. In this case, a 14x70 mobile home would have a square footage of 980 square feet (14 x 70 = 980). Keep in mind that this calculation assumes the dimensions are in feet and that the shape is rectangular with no additional areas like porches or attachments.
Depends, could be a rectangle, a square. Sorry but not enough detail
980 can be expressed as 49 x 4 x 5 So instead of finding the square root of 980 we are now looking for the square root of 49 x 4 x 5. √(49 x 4 x 5) = √49 x √4 x √5. √49 = 7 : √4 = 2. The answer now is 7 x 2 √5 = 14√5. √5 = 2.2361 (4dp) : The final answer is 14 x 2.2361 = 31.305 (3dp) NOTE : By factoring a number you may find that one or more of the factors is a square number. The square root of that factor can then be easily determined leaving a smaller number for which the square root needs to be found.
14x70 would be 980 square feet, assuming the units of 14 & 70 is feet.
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