Working with documents can be a challenge. Each format has its peculiarities, which often leads to complex workarounds or reliance on unknown software downloads to bypass them. The good news is, there’s a tool that will make this process less stressful and less risky.
DocHub is a super simple yet full-featured document editing solution. It has different tools that help you shave minutes off the editing process, and the option to Cut Out Equation Application For Free is only a fraction of DocHub’s capabilities.
Whether if you need occasional editing or to edit a huge form, our solution can help you Cut Out Equation Application For Free and apply any other desired changes quickly. Editing, annotating, signing and commenting and collaborating on documents is easy utilizing DocHub. Our solution is compatible with various file formats - choose the one that will make your editing even more frictionless. Try our editor for free today!
let us solve this open box optimization problem so we have here a thin piece of cardboard ten inches by 10 inches and square corners are cut out so that the sides can be folded up to make a box so we want to find the dimensions that will yield a box of maximum volume and we want also to find the maximum volume so whats the first step in solving this problem the first step is to find the objective function and write it in terms of a single variable and what is our objective function its the function that we want to maximize and that is the volume of the box so we need to write the volume of the box in terms of a single variable when solving optimization problem it is helpful to draw a picture of the problem because that might help us in writing down our objective function in terms of a single variable so here we have a thin piece of cardboard and we want to cut out squares at the corners and after cutting out the squares we fold this apart here to make a box something that looks like