sq footage of a lot with these lengths--198' x 376' x 182' x 447 '( what is the formula, so I can figure the a
481063
What is the shape of the lot?
176128
You will need to convert the square footage of the room into square yards, then it's easy.\n\n12ft*20ft = 240 sq feet.\n\nNow square feet is really just feet*feet, right?  So set up a row of fractions multiplied together to get your units to cancel the way you want them to.  We're looking for square yards, so start there.  Square yard is yard*yard\n\n1yard/3feet * 1yard/3feet * 240feet*feet --> the feet cancel in the top and bottom and you are left with square yards for the units.  Now to multiply the numbers:  240/(3*3)=26.67 sq yards.\n\nNow using the same method, you can find total price.\n\n$8.91/sq yd * 26.67 sq yd.  The sq yards cancel and you have 8.91*26.67 = $237.63\n\nplus tax :)
759183
43560 x .23 = 10018.8 sq ft
888646
around 24 sq inches, if its a 4x6 card
956016
You can do all these in google. For the first one, type in "4 square metres in square cm", and it tells you the exact answer. Do the same for the others. \nYou can then work out any others by yourself without needing to ask :)
464398
Find the area.\nArea of a rectangle = length*width\n= 15*20\n= 300\n(2/3)(300) = 200\n300-200 = 100 square feet
880678
Area = length times width\nA = L time W\nReplace L with 32 and W with 22\nA = 32 times 22\nA = 704 square feet
488094
Total Area 48,434 square miles \nTotal Land Area 46,914 square miles \nTotal Water Area 1,520 square miles \nLength 340 miles \nWidth 170 miles \n\nThat answer you ?
12903
1866.761902 feet on a side, if it's a perfect square. Or 1320 feet by 2640 feet. \n80 acres at 43,560 sq ft per acre is 3,484,800 sq ft.
782936
Convert to sq.ft. first:\n\n132 yd * 132 yd = \n\n396 ft * 396 ft =\n\n156,816 ft ²\n\nNow divide by 43,560, since 1 acre = 43,560 ft ²\n\n156,816 ÷ 43,560 = 3.60\n\n(My answer is exactly half of yours)\n\n~ ♥ ~
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!
844420
Area of a rectangle formula\n\nA = LW\n\nA = 4 x 5\n\nA = 20 Square feet\n\nThe answer is A = 20\n\n- - - - - - - - - -s-
778628
If you subtract the 0.3 sq. inches you will get the minimum.\n50.25 - 0.30 = 49.95 sq. inches\n\nAnd if you add the 0.3 sq. inches you will get the maximum.\n50.25 + 0.30 = 50.55 sq. inches
65876
Its 65 sq.ft.\nI got this answer by the formula:-\nArea of Triangle=1/2*base*height
529015
The old area is found through 2lh + 2wh.  There are 4 rectangles of the same height - one wall is l*h and the other is w*h.  Since there's two each, the total area to be painted will be 2lh + 2wh.\n\nNow if the new space has a length 2l and a breadth w/2, then one wall becomes 2lh and the other becomes wh/2.  Again, since there's two each, the new area will be 4lh + wh.\n\nHow does this affect cost?  It's probably easier to just plug in numbers to see.  Using the formula 2lh + 2wh and varying the length and breadth for each scenario, we have:\n\nOld space (l = 3, w = 2, h = 2) = 2(3)(2) + (2)(2)(2)\n= 12 + 8\n= 20\n\nNew space (l = 6, w = 1, h = 2) = 2(6)(2) + (2)(1)(2)\n= 24 + 4\n= 28\n\n% change = 40%\n--------------------------------------------------\nOld space (l = 4, w = 2, h = 2) = 2(4)(2) + (2)(2)(2)\n= 16 + 8\n= 24\n\nNew space (l = 8, w = 1, h = 2) = 2(8)(2) + (2)(1)(2)\n= 32 + 4\n= 36\n\n% change = 50%\n--------------------------------------------------\nOld space (l = 5, w = 2, h = 2) = 2(5)(2) + (2)(2)(2)\n= 20 + 8\n= 28\n\nNew space (l = 10, w = 1, h = 2) = 2(10)(2) + (2)(1)(2)\n= 40 + 4\n= 44\n\n% change = 57%\n\nThe total area increases every time.
594683
To find area you multiply the length times the width. It's pretty easy once you know
907964
let l be the length and w be the width\n lw=111\n\nbut it has a margin so Area= (l-11cm)(w-4)\ndifferntiate\nbut we have 3 unknowns so we use the first ea lw=111\nl=111/w\n\nA=(111/w-11)(w-4)\n\ndA/dw= (111/w-11)+(w-4)(-111/w^2)=0\n\n111/w-444/w^2= 111/w-11\ncancel 111/w\n-444/w^2=-11\ncrossmultiply\nw^2=-444/-11\nw=6.4 cm\nl=111/6.4=17.3