Assuming the pan is round, multiply the diameter times pi.
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No. Assuming just talking about the base area and not the total surface area as no height of the pans is given: radius = diameter/2 Area_circle = π x radius2 = π x (20 in/2)2 = 100π sq in ≈ 314 sq in Area_square = side2 = (18 in)2 = 324 sq in ⇒ square of 18 in has larger area than a circle of diameter 20 in.
The volume of a head-pan can vary depending on its specific dimensions. To calculate the volume of a head-pan for carrying sharp sand, you would need to measure its length, width, and depth in meters. Then, multiply these three dimensions together (length x width x depth) to find the volume in cubic meters. This will give you the amount of sharp sand the head-pan can hold.
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Yes, you can substitute a 9 x 13 pan for a 2-quart casserole dish, but there may be some differences in the depth and capacity of the dishes. A 9 x 13 pan typically has a larger surface area but shallower depth compared to a 2-quart casserole dish. You may need to adjust the cooking time and keep an eye on the dish while baking to ensure it cooks evenly.
The answer is marbles