That's volume. Area is the measurement of a given surface.
the area of the box * * * * * The correct answer is the VOLUME (or capacity) of the box.
Multiply the base*height*width.
To find the box with the least surface area for a given volume, you can start by using the formula for the surface area of a rectangular box: ( SA = 2(lw + lh + wh) ), where ( l ), ( w ), and ( h ) are the box's length, width, and height. Given a specific volume ( V = lwh ), you can express one dimension in terms of the others and then use calculus to minimize the surface area function. Typically, the optimal box shape with the least surface area for a fixed volume is a cube, as all sides are equal. You can confirm this by applying the method of Lagrange multipliers or analyzing the critical points of the surface area equation.
The area of the box is immaterial. If this is just a normal math question then the answer is 3 dimensions. Length Width and Depth. If is a question ref mathematical theory, then Space and Time bring the answer upto 5, but for this you would have to be doing a degree.
Well, if length x width x height is volume, and length x width is area, then divide volume by area and you should get the dimension for height. (I think).
the area of the box * * * * * The correct answer is the VOLUME (or capacity) of the box.
It should be relatively easy to find the surface area of a box when you are given the surface area.
Multiply the base*height*width.
A text area can refer to the area within a text box.
Less area.
Using consistent units, the height = volume divided by footprint area (in the case of your rectangular box). so H = V/A
To find the box with the least surface area for a given volume, you can start by using the formula for the surface area of a rectangular box: ( SA = 2(lw + lh + wh) ), where ( l ), ( w ), and ( h ) are the box's length, width, and height. Given a specific volume ( V = lwh ), you can express one dimension in terms of the others and then use calculus to minimize the surface area function. Typically, the optimal box shape with the least surface area for a fixed volume is a cube, as all sides are equal. You can confirm this by applying the method of Lagrange multipliers or analyzing the critical points of the surface area equation.
Area = 2*(H*L + L*W + W*H) square units.
You need to know the area of that cross-section. Once you have that number, the volume of the box is the product of (cross-section area) x (height).
Yes, however it is a very difficult process that is to long for the given space and may damage your computer or X-Box
An open box is a cube that is missing one face. so, given a open box of indeterminate Width, Length, and Height, the formula for the surface area (including the inside) is 2(2(W * H) + (W * L) + 2(L * H)).
The USPS website says it is for a particular P. O. Box. No name is given!