It depends on whether it is 36 ft w x 36 ft h or 36 inches etc or 36 yards etc. I regret that I am not able to read minds!
' L ' = length of the room ' W ' = width of the room ' H ' = height of the ceiling Floor = ( L W ) square feet Ceiling = ( L W ) square feet 2 walls = ( L H ) square feet, each other 2 walls = ( W H ) square feet, each
Yes b x h = 36 b = h = 6 = sqaure b = 9 and h = 4 = rectangle b = 18 and h = 2 = rectangle, etc.
h square − 5h = 70
0.5*B*H = 36 square miles
To determine how many bushels can fit in a pile that is 36 feet high and round, we need to calculate the volume of the pile. Assuming the pile is a cone, the volume can be calculated using the formula ( V = \frac{1}{3} \pi r^2 h ). If the radius is 18 feet (half of the diameter of 36 feet) and the height is 36 feet, the volume is approximately 3,415 cubic feet. Since 1 bushel is about 1.244 cubic feet, this means approximately 2,746 bushels can fit in the pile.
6' x 36" (3') =18 Square feet L x W = Area this equation does not supply enough paramaters for cubic feet L x W x H = Cubic Area
The ratio of the height of the object to its shadow are the same for both objects. So, if H is the height of the tower, then H/500 = 40/36 therefore H = 500*40/36 = 555.55... feet.
' L ' = length of the room ' W ' = width of the room ' H ' = height of the ceiling Floor = ( L W ) square feet Ceiling = ( L W ) square feet 2 walls = ( L H ) square feet, each other 2 walls = ( W H ) square feet, each
tan(36) = H/58 where H is the height of the tower. So H = 58*tan(36) = 42 feet.
Yes b x h = 36 b = h = 6 = sqaure b = 9 and h = 4 = rectangle b = 18 and h = 2 = rectangle, etc.
Area = 25*12 = 300 square feet
36 sq feet- height of the room does not matter when figuring out square footage
Well, using a^2 + b^2 = c^2, where a and b are the legs and c is the hypotenuse, you need to square 39 and 36. Then your equation should look like a^2 +1296 = 1521, then solve for a^2, getting the variable by itself, so you have a^2 = 225. Then take the square root of both sides leaving you with a= 15. So, the ladder must be placed 15 feet from the base of the house.
h square − 5h = 70
To convert square meters to square feet, you can use the following formula: Square feet = Square meters x 10.764 This formula converts the area measurement from square meters to square feet by multiplying the square meters by the conversion factor 10.764.
0.5*B*H = 36 square miles
V = 45 cubic feet V = L x W x H L = W for a square base L = W = 3 feet 45 cubic feet = 3 feet x 3 feet x H H = 45/9 H = 5 feet 45 cubic feet = 3 feet x 3 feet x 5 feet