Find the Compatible Number: 7,010 < _ _ 93 < 7,100

To solve this problem, we'll proceed with the following steps:

• Step 1: Interpret the range $7,010 < \_~\_~93 < 7,100$. We need to insert digits in the blanks so that the overall number is greater than 7,010 and less than 7,100.
• Step 2: Analyze the hundreds and tens digits. The digits need to make the whole number: $7,0 \_ 93$, where the $\_$ denotes the undecided digits.
• Step 3: Evaluate each option by filling it into the blanks and check if it falls within the specified range:
• Option 1: If we try $7,393$, it falls outside the upper bound of 7,100.
• Option 2: If we try $7,0 \_ 93$ by assuming it as $7,093$, we then have $7,010 < 7,093 < 7,100$. Thus, it satisfies the inequality.
• Option 3: If we try $7,293$, it is also beyond the upper limit of 7,100.
• Option 4: If we adopt $7,193$, it also violates the upper edge of the given range.

Therefore, the most suitable number to fill in the blanks to satisfy $7,010 < \_~\_~93 < 7,100$ is $7,0$. Thus, the correct choice is:

$7,0$