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An odd-negative integer N is a product of ten different integers given
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29 Jul 2024, 22:47
29 Jul 2024, 22:47
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\(A={a_1,a_2,a_3,................, a_{10
\)
An odd-negative integer N is a product of ten different integers given in set A
\)
An odd-negative integer N is a product of ten different integers given in set A
Quantity A |
Quantity B |
Number of odd integers in set A |
Number of negative integers in set A. |
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Re: An odd-negative integer N is a product of ten different integers given
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24 Aug 2024, 01:15
24 Aug 2024, 01:15
can someone help w this pls
Posted from my mobile device
Posted from my mobile device
Re: An odd-negative integer N is a product of ten different integers given
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24 Aug 2024, 03:15
24 Aug 2024, 03:15
Expert Reply
Considering that the product of all the elements in set A is odd this means that all the 10 elements are odd.
Moreover, the result is negative. This means that at max 9 elements out of ten are negative
So, the number of odd integers is 10 and the negative ones are 9
A > B
Moreover, the result is negative. This means that at max 9 elements out of ten are negative
So, the number of odd integers is 10 and the negative ones are 9
A > B
