Question
Simplify the expression
−131220000e2iNan2YuRShF+120eiShFn
Evaluate
2025Nian×5Yue×16Ri×15Shi×54Fen+4Shi×30Fen
Rewrite the expression in exponential form
2025Ni3an×5Yue×16R×15Sh×54Fen+4Shi×30Fen
Evaluate the power
More Steps

Evaluate
i3
Calculate
i2×i
Calculate
−i
2025N(−i)an×5Yue×16R×15Sh×54Fen+4Shi×30Fen
Multiply
More Steps

Multiply the terms
2025N(−i)an×5Yue×16R×15Sh×54Fen
Rewrite the expression
−2025Nian×5Yue×16R×15Sh×54Fen
Multiply the terms
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Evaluate
2025×5×16×15×54
Multiply the terms
10125×16×15×54
Multiply the terms
162000×15×54
Multiply the terms
2430000×54
Multiply the numbers
131220000
−131220000NianYueRShFen
Multiply the terms
−131220000Nian2YueRShFe
Multiply the terms
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Evaluate
e×e
Multiply the terms with the same base by adding their exponents
e1+1
Add the numbers
e2
−131220000Nian2Yue2RShF
Multiply the terms
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Evaluate
131220000Nian2Yue2RShF
Multiply the numbers
131220000iNan2Yue2RShF
Multiply the numbers
131220000e2iNan2YuRShF
−131220000e2iNan2YuRShF
−131220000e2iNan2YuRShF+4Shi×30Fen
Solution
More Steps

Multiply the terms
4Shi×30Fen
Multiply the terms
120ShiFen
Multiply the numbers
120iShFen
Multiply the numbers
120eiShFn
−131220000e2iNan2YuRShF+120eiShFn
Show Solution
