Consider this three-digit sequence: 943. Is the first digit the largest or the second digit the smallest, AND, is the third digit even or the first digit odd?
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Considering the sequence 943,
(a) the first digit, i.e. 9 is the largest of all and the second digit i.e. 4, is NOT the smallest as 3 is the smallest digit.
(b) the third digit i.e. 3, is NOT even as it is not exactly divisible by 2 and the first digit, i.e. 9 is odd as it is not exactly divisible by 2.
(a) the first digit, i.e. 9 is the largest of all and the second digit i.e. 4, is NOT the smallest as 3 is the smallest digit.
(b) the third digit i.e. 3, is NOT even as it is not exactly divisible by 2 and the first digit, i.e. 9 is odd as it is not exactly divisible by 2.
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Step-by-step explanation:
I this case ,
9 > 4 > 3 ..
So 9 is largest and 3 is the smallest ..
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