# Calling Numbers Part 1

Logic Level 2

$\large 2 \square \div \square 5 = 2\div5$

What is the smallest number greater than 6 that can be placed in the $$\square?$$

Details and Assumptions:

• Both boxes in the equation are equal in values.

• This is an arithmetic puzzle. If you think that the number should be placed in the $$\square$$ is 789, then the equation $$2789 \div 7895 = 2\div 5$$ must be true. It does not represent the algebraic expression $$2 \times \square \div \square \times 5$$.

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