What is the difference in gross square meters and square meters
90 square meters could be 90 squares, each one meter on each side. 90 meters square would be a square that is 90 meters on each side. THAT would total 7,200 square meters.
You can't convert between meters and square meters.
The difference between 50 meters and 5 meters is 50 meters - 5 meters, which equals 45 meters.
square meters x 10.764 = square feetsquare feet x 0.092 = square meters
There is no difference between square meters and meters square. for simplicity we use these in different form.
What is the difference in gross square meters and square meters
Square meters measure area but linear meters measure distance.
Square meters is a measure of area and meters is a measure of length or distance.
90 square meters could be 90 squares, each one meter on each side. 90 meters square would be a square that is 90 meters on each side. THAT would total 7,200 square meters.
Back to your teacher and ask the difference between area and length....
You can't convert between meters and square meters.
A square metre is a square metre, there is no difference when you are measuring floor space in a house.
The difference between 50 meters and 5 meters is 50 meters - 5 meters, which equals 45 meters.
None, ask your teacher to explain the difference between length and area.
None.
There is absolutely no difference between square metre and metre square. Some people prefer to say metre square instead of square metre, but no matter what, it doesn't make a difference. They both mean a square with the dimensions of 1m by 1m. there is definitely a difference! 4 square meters would look like 4 tiles lined up next to each other ex: . . . . 4 square meters = 4 while 4 meter square would show 4 squared like this: . . . . . . . . . . . . . . . . 4 squared = 4x4=16 Sorry i did not have blocks or tiles to use :( Yes, you are right. The amazing part is 1, whose square is the same. However, 2 meters squared would yield 4 square meters whereas 1,4142135623730950488016887242097 shall yield 2 square meters and so on and so forth with other numbers. In reverse is also true. The square root of 1 is 1 but the square root of 2 is as mentioned above. Even more fascinating is 2 whose multiplication to itself is the same as its addition to itself. It is a very special concept. No other number has the same attributes. Theory of numbers is the most fascinating study in Mathematics.