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Find two numbers whose difference is 15 and whose sum is 53? - Answers

19 and 34. Let the two numbers be x and y; then: x - y = 15 x + y = 53 Adding the two equations gives: 2x = 68 → x = 34 Substituting for x in the second gives: 34 + y = 53 → y = 19 Checking by substituting for x and y in the first gives: 34 - 19 = 15 as required.



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Find two numbers whose difference is 15 and whose sum is 53? - Answers

https://math.answers.com/algebra/Find_two_numbers_whose_difference_is_15_and_whose_sum_is_53

19 and 34. Let the two numbers be x and y; then: x - y = 15 x + y = 53 Adding the two equations gives: 2x = 68 → x = 34 Substituting for x in the second gives: 34 + y = 53 → y = 19 Checking by substituting for x and y in the first gives: 34 - 19 = 15 as required.



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https://math.answers.com/algebra/Find_two_numbers_whose_difference_is_15_and_whose_sum_is_53

Find two numbers whose difference is 15 and whose sum is 53? - Answers

19 and 34. Let the two numbers be x and y; then: x - y = 15 x + y = 53 Adding the two equations gives: 2x = 68 → x = 34 Substituting for x in the second gives: 34 + y = 53 → y = 19 Checking by substituting for x and y in the first gives: 34 - 19 = 15 as required.

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      19 and 34. Let the two numbers be x and y; then: x - y = 15 x + y = 53 Adding the two equations gives: 2x = 68 → x = 34 Substituting for x in the second gives: 34 + y = 53 → y = 19 Checking by substituting for x and y in the first gives: 34 - 19 = 15 as required.

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