Question

I am a 4-digit number..my thousands digit is greater than 6,but less than 8.my hundreds digits is the highest even number.the sum of my tens digit and ones digit is equal to my hundreds digit.my tens digit is 6
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Answer 1

Answer:

7862 is the answer

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Answer 2

Answer: The 4-digit number that fits the given criteria is 8642.

• With the aforementioned information, it is possible that the four-digit number may be seven because the thousands digit is larger than six but less than eight. The hundreds digit must be 8, as 8 is the largest even number. The total of the tens digit and the one digit is eight since they add up to the hundreds digit. Also, we know that the tens digit is 6, which implies that the ones digit is 2 (6 + 2 = 8). Hence, the total is 7,826, as stated.

• We can confirm that it satisfies every need listed in the clues to see whether this is the right response. As it is 7, the thousands digit is larger than 6 but less than 8, which is accurate. Given that it is 8, the hundreds digit is the largest even number, which is true. When 6 + 2 = 8, the tens digit and ones digit added together equal the hundreds digit. As a result, 7,826 meets every requirement.

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