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I'll do my best to draw it, a rectangle or potential dog pen. And if we add them together, we get to 36. Next, you subtract 8 from the perimeter which is 26, and the difference is 18.

A Poster Can Have A Maximum Perimeter Of 42 Inches To Feet

And of course, if that distance is 21 feet, this distance is also going to be 21 feet. Afterwards, 18/2 = 9. This is what we needed the two widths to add up to-- plus 42. So this one down here must be 18. Sal figures out the width of a dog pen. Gauthmath helper for Chrome. 5 inches from each side.

A Poster Can Have A Maximum Perimeter Of 42 Inches Long

So we need to figure out the width. And, ∴ Overall dimensions of the page in order to maximize the printing area is page should be 11 inches wide and 10 inches long. That's the total length-- or I should say the total width-- if we were to take the width down here and add it to the width up here. Crop a question and search for answer. Unlimited access to all gallery answers. Let's assume width of the page be x inches and its length be y inches So, Perimeter = 42 inches. And what's that going to be equal to? A poster can have a maximum perimeter of 42 inches - Gauthmath. So that's 78 minus 42. And you add the two lengths, plus 21 plus 21. And the width would be this length-- or this width, I should say-- this width, which is going to be the same thing as that width right over here.

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'How would you find the perimeter of a circle? ' Still have questions? And let's remind ourselves what 36 feet is. This process is called taking the square root. So let's at least subtract these two orange lengths, the two 21 feet, from the 78 feet. Well, we know that 18 plus 18 is equal to 36. For example, what I learned was 78/2 and then take that answer and subtract by the one length that the problem gives you, because the formula that I learned was 2(L+W). A poster can have a maximum perimeter of 42 inches to feet. If we added this distance, 21 feet, to this distance, the width, plus 21 feet to the width again, we're going to get to 78 feet. So let's say that this is the dog pen right over here. What is the width of Mike's dog pen? Edit: Ask me if you need help:)(3 votes).

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So let's think about. And they give us its length. Enjoy live Q&A or pic answer. So it might look something like this.

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Im bored, school is boring(7 votes). So the perimeter is 78 feet. How do you find the area of a cricle(4 votes). And 78 minus 42-- I don't want to make a careless mistake-- 78 minus 42 is going to get me to 36.

A Poster Can Have A Maximum Perimeter Of 42 Inches Tall

So this is equal to 36. Now, we know something else. The printing area within the page would be determined by top and bottom margins of 1 inch from each side, and the left and right margins of 1. Is there another way of doing this? A page should have perimeter of 42 inches. The printing area within the page would be determined by - Brainly.com. Depth is not something that you would calculate so much as you would just measure it. Which is, of course, equal to-- 36 plus 42 is equal to 78, which is the perimeter. These are the exact same width, that this distance is the same as this distance.

How to calculate depth? And this one up here must also be 18. Created by Sal Khan. Point your camera at the QR code to download Gauthmath. What is the length of one side of the square?

Want to join the conversation? And we know how we figure out the perimeter. Good Question ( 66). Provide step-by-step explanations. Let's find: =, for area to be maximum = 0. Width of printed area = x-3 & length of printed area = y-2: area =. Gauth Tutor Solution. Try adding all of these up together. A poster can have a maximum perimeter of 42 inches tall. How would you figure the area of a pentagon? Step-by-step explanation: We have, A page should have perimeter of 42 inches.

And we can verify that. We solved the question! So this distance right over here is 21 feet. You add the two widths. If you want to figure out the area, just multiply 4 and 9, and the product is 36 feet squared. This means that 9 is the length.

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