The size of an area is not sufficient information to determine the length and width. First of all, there is no reason to suppose that the area is rectangular as opposed to circular or triangular or some other simple or complicated shape. Even if, on the basis that the question asks for length and width, you assume that it is a rectangle, there are infinitely many possible answers: ranging from nearly square areas to extremely long, very thin strips. All that can be said is that the distance will be at least 739.86 feet.
A linear or lineal foot is EXACTLY the same as a foot. So, the answer is 475 lineal feet.
3
Lineal feet is a measure of distance in a straight line so I suggest the answer is 14 feet.
None. A lineal foot is a measure of length or distance. The word "lineal" makes that quite clear. On the other hand, an acre is a measure of area. The two measure different things and, according to basic principles of dimensional analysis, conversion from one to the other is not valid.
None, since there can be no conversion.A linear (or lineal) foot is a measure of length in 1-dimensional space. An acre is a measure of area in 2-dimensional space. The two measure different things and, according to basic principles of dimensional analysis, any attempt at conversion from one to the other is fundamentally flawed.
245 feet.
A linear or lineal foot is EXACTLY the same as a foot. So, the answer is 475 lineal feet.
A circle with a diameter of 9 feet has a perimeter of 28.3 feet.
1 metre = 3.2808 feet.
147.63
3
How many square feet is 212 lineal feet by .475 inches?
One.
1 acre = 4840 sq yd = 9 x 4840 = 43560 sq ft. If 1 acre was the area of a square then it would have sides measuring 208.71 ft
Lineal feet is a measure of distance in a straight line so I suggest the answer is 14 feet.
You don't measure area in lineal feet. This area is 216 sqft.
None. A lineal foot is a measure of length or distance. The word "lineal" makes that quite clear. On the other hand, an acre is a measure of area. The two measure different things and, according to basic principles of dimensional analysis, conversion from one to the other is not valid.