so that the smoke is concentrated upwards
(width + 6) feet, of course!
If you assume that the width is not greater than the length, it can have any value if the range (0, 9] yards.If you assume that the width is not greater than the length, it can have any value if the range (0, 9] yards.If you assume that the width is not greater than the length, it can have any value if the range (0, 9] yards.If you assume that the width is not greater than the length, it can have any value if the range (0, 9] yards.
Smoke rises up the chimney partly because hot air rises and partly because it is pushed wind blowing across the top of a chimney lowers the air pressure there the higher pressure at the bottom pushes air and smoke up the chimney
yes
a circular container with a greater width than depth, becomingsmaller toward the bottom, used chiefly to hold water or otherliquid, especially for washing.
Smoke rises up the chimney partly because hot air rises and partly because it is pushed wind blowing across the top of a chimney lowers the air pressure there the higher pressure at the bottom pushes air and smoke up the chimney
Smoke rises up the chimney partly because hot air rises and partly because it is pushed wind blowing across the top of a chimney lowers the air pressure there the higher pressure at the bottom pushes air and smoke up the chimney
It is a cuboid cabinet that always have its height longer than width. Chimney cabinet has multiple horizontal dividers that segregate the cabinet space into several partitions cheers, fauzi (sydney 2011)
The width can be any number greater than zero and less than the square root of 35, and the length can be any number greater than the square root of 35, subject to the constraint that the product of the length and the width must be 35.
15 x 7 = 105...
All we know is that the width is 17 feet. If we assume the length is greater than the width, the factors of 408 greater than 17 are 24, 34, 51, 68, 102, 136, 204, 408. If the question asked for factor pairs, the answer would be 17 x 24.
If a liquid is poured into water and falls to the bottom the density must be greater than 1.