Information about the area of a romm does not provide sufficient information. THere is no indication as to its shape and, even if it was assumed that the room was rectangular, it could range from one that is a square to one that is very thin and long.
There is not enough information to answe. If approximately square it could be about 40 x 50, but a circular room of about 30 feet in diameter would have the same square footage.
5 x 10 = 50. 50 feet.
What size is the cylinder????? It is 50 feet by 24 inches
To calculate the area of a lot that is 50 feet by 125 feet, you would multiply the two dimensions together: 50 x 125 = 6,250 square feet. Since there are 43,560 square feet in an acre, you would divide the lot size by the number of square feet in an acre: 6,250 / 43,560 = 0.1435 acres. Therefore, a lot that is 50 feet by 125 feet is approximately 0.1435 acres in size.
30 ft x 50 ft = 1500 sq ft = 139.4 sq metres.
There is not enough information to answe. If approximately square it could be about 40 x 50, but a circular room of about 30 feet in diameter would have the same square footage.
2,500 square feet.
700
1400
To find the square footage of a room that is 50 feet by 50 feet, you would multiply the length by the width. In this case, 50 feet multiplied by 50 feet equals 2500 square feet. Therefore, a room that is 50 feet by 50 feet has a total of 2500 square feet.
50 square feet. Multiply length by width - the result is the area in square feet.
This may surprise you - but the answer is.... 50 ! Unless the room is 50 feet by 50 feet - in which case the number you would need is 2500 !
6,650 square feet. Multiply length by width - the result is the area in square feet.
Around 50 square metres, as a rough guess!
5 x 10 = 50. 50 feet.
The area of the room does not provide enough information to determine its dimensions. In fact, it does not even provide information of its shape. The only thing that can be said is that the perimeter is at least 25.07 feet, with no upper limit.
About the size of a typical house bathroom