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Re: The product of two integers is 40. Which of the following CA
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06 Nov 2017, 06:05
1
The couples of integer whose product is 40 are 1*40, 2*20, 4*10, 5*8 and the couples of the same but negative numbers -1*-40, -2*-20, -4*-10, -5*-8.
Then, we just have to exclude the choices which are right, i.e. -40-1 = -41; -10-4 =-14, 8+5 = 13, 10+4 = 14. The only sum that cannot be computed using couples of integers whose product is 40 is 3.
Re: The product of two integers is 40. Which of the following CA
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12 Feb 2018, 00:52
1
we can apply some logic to get answer to this question. If the product of two integer is 40 we can be sure that both the two integers are either -ve or +ve Hence the ans should be a summation of two +ve integer or summation of two -ve integer
Looking at the answer choices option C becomes a probable candidate for our answer This is because 3 is a +ve number we know for sure a +ve ans choice in this question can come from summation of two positive number only There are only two possibilities to get a summation of 3 by adding two numbers i.e. \(2\) and \(1\) or \(3\) and \(0\) The pair of \((3,0)\) is a not a possibility as \(0\)*something = \(0\) and \(2\) and \(1\) multiply to \(2\) so our answer is C
Re: The product of two integers is 40. Which of the following CA
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15 Nov 2019, 07:39
Let's examine PAIRS of values with a product of 40
-1 and -40 add to -41 ELIMINATE A -2 and -20 add to -22 no options to eliminate -4 and -10 add to -14 ELIMINATE B 4 and 10 add to 14 ELIMINATE E 5 and 8 add to 13 ELIMINATE D
By the process of elimination, the correct answer is C
Re: The product of two integers is 40. Which of the following CA
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25 Sep 2024, 15:11
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Re: The product of two integers is 40. Which of the following CA [#permalink]