2395 × ____ = 6195 × 2395
6195
Goal: Find the number that should go in the blank so both sides are equal.
Step 1: Write the equation with a box for the missing number.
\(2395 \times \square = 6195 \times 2395\)
Step 2: Notice that both sides have the same factor \(2395\).
Left side has: \(2395 \times \square\)
Right side has: \(6195 \times 2395\)
Step 3: Because \(2395 \neq 0\), we can divide both sides by \(2395\).
\(\dfrac{2395 \times \square}{2395} = \dfrac{6195 \times 2395}{2395}\)
Step 4: Cancel \(2395\) on both sides.
\(\square = 6195\)
Conclusion: The missing number is \(6195\).
Quick check: Put \(6195\) back into the blank.
\(2395 \times 6195 = 6195 \times 2395\)
Both sides are the same (order of multiplication doesn’t change the result), so our answer is correct.