I got this question wrong, I'm not sure how to get the correct answer. "What is the sum of the two solutions to x^2 − 2x − 1 = 0?"

Q: Differentiate

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Q: Find two positive numbers, x and y, whose sum is 100 and whose product is as large as possible.

A: Let the two positive numbers are x and y. Now, Their sum is 100. That is,          x+y=100⇒y=100-x

Q: Can you please help me solve this problem?

A: Here the given angle = -π100

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Q: Hello, I would like to know how to do the rest of the parts in the problem

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Q: 2. The sum of two positive numbers is 16. What is smallest possible value of the sum of their…

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Q: Find two positive numbers, x and y, whose product is 100 and whose sum is as small as possible.

A: Suppose x and y be the positive numbers whose product is 100 So, xy=100 Then, y=100x…

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Q: Huh? Can you write this out so I can follow along. Step 2 makes no sense at all.

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Q: My solution is wrong!!!

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A: Explanation of the answer is as follows

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Q: The product of two positive numbers is 185. The smallest possible sum of those number is

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A: Maximum at x=0 Minimum at x=-2 and x=2

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Q: Please help on all the parts of the problem!!

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Q: Can this be solved via washer method?

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