# Remove two digit/symbol to find equality

Find the equality by removing any two digits or symbols (of course, except equal sign)

$4\div3+63=9-23\times7\div3$

For example, if the equation below was given,

Example: $91-81=45+12\div3-85$

the answer would be by removing $1$ and $\div$:

$91-8=45+123-85$

• If I remove the 3 after the division sign, what happens to the operation? Does it become void?
– Sid
Jun 3 '17 at 12:37
• @Sid yes, it becomes the equality invalid :(
– Oray
Jun 3 '17 at 13:42

Remove a $6$ and a $3$ to get $4 \div 3 + 3 = 9 - 2 \times 7 \div 3$ which both results in $13 / 3$.