If 4 is added to each digit of the number 2340124 and then all the even digits are divided by 2 , how many digits will retain their position when the newly formed number is arranged in ascending order?OptionsNoneTwoThreeOne

Sure, let's solve this step by step:

1. First, add 4 to each digit of the number 2340124. This gives us 6784568.

2. Next, divide all the even digits by 2. This gives us 3492364.

3. Now, arrange the newly formed number in ascending order. This gives us 2334469.

4. Finally, compare the positions of the digits in the original number (2340124) and the newly formed number (2334469).

The digit 2 retains its position at the first place, the digit 4 retains its position at the third place, and the digit 4 also retains its position at the seventh place.

So, the answer is "Three". Three digits retain their position when the newly formed number is arranged in ascending order.

Sure, let's solve this step by step:

1. First, add 4 to each digit of the number 2340124. The result is 6784568.

2. Next, divide all the even digits by 2. The result is 3492364.

3. Now, arrange the newly formed number in ascending order. The result is 2334469.

4. Finally, compare the positions of the digits in the original number (2340124) and the newly formed number (2334469). The digits that retain their position are 4 and 2.

So, the answer is "Two".