What Two Numbers Has the Sum of 221 and the Product of 10140?

Answer

The two numbers that have the sum of 221 and has the product of 10140 is 65 and 156; if added it's equal to 221 and if multiplied it is equal to 10140.
Q&A Related to "What Two Numbers Has the Sum of 221 and the..."
Straightforward maximization problem. a + b = 36, so b = 36 - a. c = ab = a(36 - a) = 36a - a. 2. Find the derivative of c with respect to a: d. c/. d. a = 36 - 2a. Set it to zero
http://wiki.answers.com/Q/What_is_the_maximum_prod...
ChaCha is sorry, however I am not able to locate the
http://www.chacha.com/question/what-two-numbers-ar...
Let numbers be x and y. x + y = 12. x = (12 – y) xy = 64. y(12 – y) = 64. 12y – y² = 64. y² – 12y + 64 = 0. (y + 4)y – 16) = 0. y = –
http://answers.yahoo.com/question/index?qid=201305...
Best answer as selected by question asker. Let the numbers to be determined be A and B. Now the sum of the numbers is 14 => A + B = 14. The product of the numbers is 8 => AB
http://www.enotes.com/homework-help/what-sum-squar...
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