Create an image to visually represent complex numerical changes. Show the number 2.614 with all its digits. The digit '2' has decreased in size to depict its value as one tenth of regular, '1' is also minimalized. The digit '6' and '4' have enlarged, indicating a value 10 times higher. Don't encode any textual answers within this image.

Make the following changes to the number 2.614. The 1 is worth one tenth as much.

The 4 is worth 10 times as much
The 2 is worth one tenth as much
Make the 6 worth 10 times as much
So I'm not sdure if my answer I'd 6.241 or .6241

6.241 is the correct answer. Good job Sujatha

6.241

Thank you for the help I was so confused

THANK U I NEEDED DAT I WAS DOING HOMEWORK AND I FORGOT HOW TO DO DAT :D

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To make the specified changes to the number 2.614, we will adjust the values of each digit as indicated.

1) The 1 is worth one-tenth as much: Since the original value of 1 is in the tenths place, it becomes 1/10, which is equal to 0.1.

2) The 4 is worth 10 times as much: The original value of 4 is in the hundredths place (1/100). Multiplying it by 10 will change its value to 10/100, which is equal to 0.1.

3) The 2 is worth one-tenth as much: The original value of 2 is in the whole number place. Being worth one-tenth as much means it becomes 2/10, which is equal to 0.2.

4) Make the 6 worth 10 times as much: The original value of 6 is in the tenths place. Increasing its value by a factor of 10 will change it to 60/10, which is equal to 6.

After applying these changes, the new number is 0.6241. Therefore, your answer of 0.6241 is correct.

Its 8.855

4.228

.6241