Square footage of a pentagon shaped lot?
953741
Just break the pentagon up into 5 triangles.  You can then add together the area of the 5 triangles to get the total area.
50127
Awesome question, because it gets into the whole idea of dimensions.\n\nSo for instance you rent one of those Storage Cubicles to store like, I don't know,  your collection of Spiderman comic books. And they tell you the room is 2  yards by 2 yards. So you do the math and you get 4 sqyds. \n\nBut here's the kicker, they don't tell you how high the ceiling is! So before you rent, you better find out. Some places have low ceilings, like 2 yards (6 feet). I once rented a 2 x 2 storage room which had 4 yard (12 feet!!!!) ceilings. I piled my skis, boxes, bed up into like a total tower!\n\nIn the first example 2 x 2 with a 2 yd ceiling you get 8 cubic yards for $50 a month.\n\nIn the second example 2 x 2 with a 4 yd ceiling you get 16 cubic yards for the same price!\n\nGenerally you need to check your dimensions before trying to convert.\n\nLike if you just type \n\n4 square yards in cubic yards\n\ninto Google, you won't get an answer because the dimensions totally don't match up. square yards can't be converted into cubic yards, just like 2 liters can't be converted into kilograms (unless you know what's inside the 2 liter bottle).\n\nBut you can type in the arithmetic like this\n2 yards(4 square yards) in cubic yards\n\nAnd Google will say:\n2 yards * (4 (square yards)) = 8 cubic yards\n\nThen there is the whole dumpster "yard" thing where a yard actual stands for a cubic measure. Funny thing is that a dumpster "yard" does not equal a cubic yard. Yikes! Same with lumber sizes. Too weird. So watch it out there!
290438
1st of all: "angles". \n\nAnd then, let's work on the questions\n\n- first, remember that any pentagon has the sum of the internal angles equal to 3*180° \n(n-2)*180° is the general rule for an n-agone\nso:\n\ni) none: otherwise you would have a degenerating pentagon (the last angle would be 180° so the polygon would be a rectangle)\n\nh) infinite: if you only fix the angles and you can choose the sides lenght, you can get infinite similar polygons.\n\ng) infinite: you have even more choices on the other three angles\n\nf) infinite: take a square and "open" it by one vertex, to make room for another side: you have infinite chances to choose the fifth side's lenght.\n\ne) infinite: even more generical than f\n\nd) infinite: cut a regular pentagon with a line parallele to one side and intersecting two adiacent sides\n\nc)this is possible for shapes which are symmetrical with respect to some of their diagonals; for the pentagon, it is impossible: you should "stretch" one side in order to change the angles of a regular pentagon\n\nb) infinite: see answer d)\n\na) one: the regular pentagon
947790
try searching in local building codes. also try arcat .com they give details, specifications and also company which make these sections
841142
Calculating square footage of living space, square footage of pavement/building, comparing that to total acreage, price per acre, price per square foot, estimating taxes based on assessment and millage rates,  calculating escrow payments, commission due on sales price at given percentages, calculating mortgage payments at different interest rates and terms and loan values.... \n\nThere's really no end to use of math in real estate. It's pretty much all numbers.
765616
Since the volume is 1000, \npi*(r^2)*h = 1000, and so you can express h in terms of r.\n\nCall the cost per sq cm of the wall 1 unit.  Then the cost of the ends is 2 unit per sq cm.  Apply the areas, and get\ncost of wall = 2*pi*r*h  =  (sub in the expression you got above for h in terms of r)\nCost of ends = 2*pi*(r^2) * 2\n\nWrite f(r) for total cost, and as usual differentiate etc to find minimum value of r.  Obviously r and h must both be positive, and that's the only restriction on the domains.  Hope you can do it yourself from here.  You need the exercise and I don't.
978615
a polygon with 5 sides is a pentagon.\n\nthis has two right angles so it would look like the picture of a basic drawing of a house.   see the pic of the house attached.\n\nhttp://www.thestationerystudio.com/index.cfm/fuseaction/catalog.viewProduct/productId/5214
65876
Its 65 sq.ft.\nI got this answer by the formula:-\nArea of Triangle=1/2*base*height
646607
Volume is for a solid, and a pentagon is a flat shape.  Do you mean area?  And have you given us all the information.  This obviously isn't a regular pentagon because two of the sides are not equal...  What are we missing?\n\nIf you mean a pentagonal solid, I suppose you could mean the area of the base is 60 sq cm and the height is 8 cm?  In this case it is just the area of the base times the height, or 480 cubic cm.  Don't forget to express the Volume in cubic cm. (cm^3).\n\nOn the other hand, if you are given the *perimeter* of the base being 60 cm and you assume a regular pentagon, then you have a different question....\n\nHere each side is 12.  The formula for the area of a regular pentagon is:\n\nA = 1.720s^2\n\nPlugging in 12 cm, you get:\n\nA = 1.720(144) = 247.68 sq. cm.\n\nMultiply the area of the base by the height (8 cm) to get your final volume:\n\nV = 247.68 * 8 \nV = 1981.44 cubic cm \n\nAgain don't forget the cubic on the units.
246446
Y'all didn't answer the question! You just found the length of the sides. :)\n\nThe largest square that will fit inside has it's 4 corners touching points on the circle.  If the radius is 10 feet, then the diameter is 20 ft.  The diameter is also the diagonal of the square with side length x, and is therefore the hypotenuse of a 45-45-90 right triangle.\n\nx^2 + x^2 = 20^2\n2x^2 = 400\nx^2 = 200\n\nThat's as far as you have to go, since the area of the square is length (x) times width (x), or x^2\n\n~*~*~So the area of the largest square is 200 sq feet.~*~*~
806527
According to the U.S. Census (2001), the median home size was 1,736 square feet (Size of occupied Detached 1-family homes and 1-family manufactured/mobile homes).\n\nAccording to a "Characteristics of New Housing" report from the U.S. Census (2006), the average size of new homes was 2,414 square feet.
850610
Find the areas of each surface and multiply them by their cost per sq m.  Example:  the top's area is xy so it costs 12000xy dollars.
1017637
I will assume you want to find the sq ft of a house or building. You just multiply the length by the width. If the build has several different dimentions you will have to figure each area seperately and then add up the totals.
200442
43,560 square feet, assuming all 4 sides are the same length.
667393
yup your answers are correct.\n\nhowever your units are not, length and width are measured in yards not sq yards.
1168044
93.5 sq in\nMultiply by 2.54^2 to get\n603.2246 sq cm
1007166
1.302433 e+007 sq.ft.\n\nor 13,024,330 sq. ft.