If "$-$ " means "plus", "$\times$ " means "divided by", "$÷$ " means "multiplied by" and "$+$ " means "minus", then what is the value of the following expression?
$$357\times 7÷3+53-10=?$$

Let's substitute the original mathematical operators with the newly defined operators given in the question:Replace $\times$ with $÷$ Replace $÷$ with $\times$ Replace $+$ with $-$ Replace $-$ with $+$ The original expression:
$$357\times 7÷3+53-10$$
After substituting the operators, the expression becomes:
$$357÷7\times 3-53+10$$
Now, solve it using the BODMAS rule (Division, Multiplication, Addition, Subtraction):Division:
$$357÷7=51$$
The expression updates to: $51\times 3-53+10$ Multiplication:
$$51\times 3=153$$
The expression updates to: $153-53+10$ Addition and Subtraction:
$$153+10-53=163-53=110$$
Thus, the final correct value is 110.