㏒∨4(32)=㏒∨4(4²*2)=㏒∨4(4²)+㏒∨4(2)=2+1/2=2 1/2
10∧(2-㏒∨10(2))-25∧(㏒∨5(7))=10²/10∧(㏒∨10(2))-5∧(2*㏒∨5(7))=
100/2-(5∧㏒∨5(7))²=50-7²=1
㏒∨1/4(1/64)=㏒∨1/4(1/4)³=3
㏒∨8/27(㏒∨25(125))=㏒∨8/27(㏒∨25(25*5))=㏒∨8/27(㏒∨25(25)+㏒∨25(5))=㏒∨8/27(1+1/2)=㏒∨8/27(3/2)=㏒∨8/27(2/3)∧(-1)=-㏒∨8/27(2/3)=-1/3
3∧(2-㏒∨3(5))+(1/3)∧㏒∨3(5)=3²/3∧(㏒∨3(5))+3∧((-1)*㏒∨3(5))=9/5+
(3∧㏒∨3(5))*(-1)=9/5+1/5=2
(3∧1/㏒∨5(3))*3∧㏒²∨3(4)-5*4∧㏒∨3(4)+㏒∨10(0,1)=3∧(㏒∨3(5))*
3∧ ㏒∨3(4)* ㏒∨3(4)-5*4∧ ㏒∨3(4)-1=5*4∧ ㏒∨3(4)5*4∧ ㏒∨3(4)-1=-1