6/1.5 = 4 mIt height
To find the height of the door, we can use the formula for the area of a rectangle, which is length multiplied by breadth. Given that the area is 6 sq. m and the breadth is 1.5 m, we can rearrange the formula to solve for the length (height). So, length = Area / Breadth = 6 sq. m / 1.5 m = 4 m. Therefore, the height of the door is 4 meters.
It is 2*(Length*Breadth + Breadth*Height + Height*Length).
The breadth of a rectangle is the height.
Triangle Area = ½base × height Square Area = length of side to the power of 2 Rectangle Area = breadth × height Parallelogram Area = breadth × height Circle Area = πrto the power of 2
0. An acre is a measure of area: it has a length and a breadth but not a height.
It has no length, breadth, height or position.
For simplicity, let's call the breadth 'L' and the height 'W'. The formula is A = LxW. We can use X to represent W (the height) and 2X to represent L (the breadth, which is doubled the height) and substitute into the formula: A = X times 2X. The area of the parallelogram mentioned would be 2X².
To find the area :_ 1/2 Breadth * Height (half multiplied by breadth multiplied by height) Try again. Here is the correct answer. Area = AL + 2AB AL = area of the laterals = perimeter of base X height AB = area of the base
a=bh/2 Area=Breadth multiplied by height ______________________ Divided by 2
Area of rectangle = Length x Breadth = 9x 9= 81sq feet Acc. to me a room has three dimensions length, breadth and height. If you know the area of the woom and length and breadth you can find height.
Well, darling, to find the height of that door, you simply divide the area by the breadth. So, 6 sq. m divided by 1.5 m gives you a height of 4 meters. Voila! Just make sure you don't bump your head on the way out.
The word "breadth" is a noun, a word for the third dimension (height, width, breadth) or the extent or encompassed area (or duration); a word for a thing.The related adjective is broad.