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Current location：Mathematical operation > History of Mathematical Computation > Answer
Overview: 1 questions will be solved this time.Among them
☆1 arithmetic calculations
[1/1 Formula]
Work: Calculate the value of equation √16+4^(3/2)+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10 .
Question type: Mathematical calculation
Solution:
√16+4^(3/2)+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=4+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+ln1.284025^-1+lg100+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+lg100+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+ln2.718282^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+ln20.085537-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3--1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3--1+lg3.162278
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3--1+0.5
=4+8+0.25^(-1)+2+(-0.988032)+0.814181+3^2+1.619775+(-1)^2+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+3^2+1.619775+(-1)^2+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+(-1)^2+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+-8+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+(-8)+9+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+(-8)+9+(-2)+0.25+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-3÷6+(-8)+9+(-2)+0.25+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=12+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=16+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=18+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=17.011968+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=17.826149+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=26.826149+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=28.445924+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=29.445924+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=30.445924+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=34.445924+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=36.445924+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=42.445924+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=48.445924+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=51.445924-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=50.945924+(-8)+9+(-2)+0.25+3-(-1)+0.5
=42.945924+9+(-2)+0.25+3-(-1)+0.5
=51.945924+(-2)+0.25+3-(-1)+0.5
=49.945924+0.25+3-(-1)+0.5
=50.195924+3-(-1)+0.5
=53.195924-(-1)+0.5
=54.195924+0.5
=54.695924
Answer:√16+4^(3/2)+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10=54.695924
Note: Radian
☆1 arithmetic calculations
[1/1 Formula]
Work: Calculate the value of equation √16+4^(3/2)+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10 .
Question type: Mathematical calculation
Solution:
√16+4^(3/2)+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=√16+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3^2+tan45+(-1)^2+lne^2+(-2)^2+abs-2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10
=4+4^1.5+lne+0.25^-1+lg100+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+ln1.284025^-1+lg100+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+lg100+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+sin30+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+cos120+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+tan45+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+lne^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+ln2.718282^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+abs-2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+lg0.01+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+lne3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+ln20.085537-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3-lg0.1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3--1+lg√10
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3--1+lg3.162278
=4+4^1.5+0.25^-1+2+-0.988032+0.814181+3.000000^2+1.619775+-1^2+1^2+-2^2+2+2×3+6+81^0.25-3÷6+-2^3+-3^2+-2+2^-2+3--1+0.5
=4+8+0.25^(-1)+2+(-0.988032)+0.814181+3^2+1.619775+(-1)^2+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+3^2+1.619775+(-1)^2+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+(-1)^2+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1^2+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+(-2)^2+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+81^0.25-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+(-2)^3+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+-8+(-3)^2+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+(-8)+9+(-2)+2^(-2)+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+2×3+6+3-3÷6+(-8)+9+(-2)+0.25+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-3÷6+(-8)+9+(-2)+0.25+3-(-1)+0.5
=4+8+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=12+4+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=16+2+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=18+(-0.988032)+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=17.011968+0.814181+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=17.826149+9+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=26.826149+1.619775+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=28.445924+1+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=29.445924+1+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=30.445924+4+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=34.445924+2+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=36.445924+6+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=42.445924+6+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=48.445924+3-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=51.445924-0.5+(-8)+9+(-2)+0.25+3-(-1)+0.5
=50.945924+(-8)+9+(-2)+0.25+3-(-1)+0.5
=42.945924+9+(-2)+0.25+3-(-1)+0.5
=51.945924+(-2)+0.25+3-(-1)+0.5
=49.945924+0.25+3-(-1)+0.5
=50.195924+3-(-1)+0.5
=53.195924-(-1)+0.5
=54.195924+0.5
=54.695924
Answer:√16+4^(3/2)+lne+(1/4)^(-1)+lg100+sin30+cos120+(√9)^2+tan45+(-1)^2+lne^2+(-2)^2+abs(-2)+2×3+!(3)+81^(1/4)-3÷6+(-2)^3+(-3)^2+lg0.01+2^(-2)+lne3-lg0.1+lg√10=54.695924
Note: Radian