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What are two factors of -84 whose sum is 12?
There are no such numbers. The only two numbers that sum to 12 and whose product is -84 are irrational, and so cannot be considered as factors of 84.
Two positive integer whose sum is 14?
Two positive integers whose sum is 14 includes 6 and 8
What are two integers whose sum is -7 and whose product is 12?
-3 and -4
Two angles whose sum is 90?
acute and acute
Find two numbers whose product is 30 and whose sum is 13?
10 and 3
What are two factors of 270 whose sum is 59?
54 x 5 = 270 54 + 5 = 59 The two factors in question are therefore 54 and 5.
Which are the two numbers whose product is -2700 and sum -3?
-2697
Two consecutive numbers whose factors have the same sum?
The two consecutive numbers whose factors have the same sum are 8 and 9. The factors of 8 are 1, 2, 4, and 8, and their sum is 15. The factors of 9 are 1, 3, and 9, and their sum is also 15. Therefore, 8 and 9 are the consecutive numbers whose factors have the same sum.
What are two factors of -84 whose sum is 12?
There are no such numbers. The only two numbers that sum to 12 and whose product is -84 are irrational, and so cannot be considered as factors of 84.
What are two factors whose product is 42 and whose sum is 13?
7 and 6
What are two factors of -28 whose sum is 6?
4 and 2 are factors of -28.
What two composite numbers whose prime factors have a sum of 10?
4nd 9.
What are two composite numbers whose prime factors have a sum of 18?
65 and 77
What are the first two consecutive numbers whose factors have the same sum?
2 and 3 17
What are two factors whose product is 112 and whose sum is 9?
4.5 - 9.579i and 4.5 + 9.579i where i is the imaginary number which is the square root of -1
What are two numbers whose sum is 70 and whose product is 1081?
The pair of factors you are looking for is 23 x 47 = 1081. In fact, aside from itself and 1, these are the only two positive integer factors of 1081.
Two numbers whose sum is 58 and whose diffrence is 16?
The two numbers whose sum is 58 and whose difference is 16 are 21 and 37.
