$​\left(3^3+10\right)-\left(6\times4\right)​$$​=​$?

$​\left(\left(6^2-30\right)\div3\right)+\sqrt{49}​$ $​=​$?

$​\sqrt{64}-\left(5^2\div5\right)-12​$$​=​$?

$​\sqrt{100_{}}-\left(2^4+7\right)​$$​=​$?

$​\left(\left(7^2\div7\right)-\left(2^3+1\right)\right)=​$?

$​((4^3-2^4)\div(3^2-5))+\sqrt{81}-(18\div3)=​$?

$​\sqrt{100}-((5^2+20)\div(2^3+1))+(12\times2-5)=​$?

$​((6^2\div3)-(4^2-10))+36\times2=​$?

$​((7^2-50)+(2^4\div4))-\sqrt{49}\times3=​$?

$​((8^2-3^3-7)\div(5\times2))-\sqrt{144}+(30\div6)=​$?

$​((6^2-20)\div2)^2=​$?

$​(((6^2-30)\div3)+4)^2-50=​$?

$​\sqrt{\left(\left(7^2-85\right)+\left(5^2\times2^2\right)\right)}​$$​=​$?

$​\left(\sqrt{(8^2+10)\div2-1}\right)-15​$$​=​$?