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受欢迎的代数 >

731093=525600e^{0.03}

解答

731093 = 525600 e^{0.03}

解答

e = \frac{73109 3 ^{33} 3 731093}{2 ^{166} \cdot 3 ^{66} \cdot 5 ^{66} \cdot 7 3 ^{33} 3 3 0 ^{2} 3 73}

+1

十进制

e = 59874.55578 \dots

求解步骤

731093 = 525600 e^{0.03}

交换两边

525600 e^{0.03} = 731093

两边除以

525600

e^{0.03} = \frac{731093}{525600}

对方程式两边

100

次方:

e^{3} = \frac{73109 3 ^{100}}{52560 0 ^{100}}

e^{3} = \frac{73109 3 ^{100}}{52560 0 ^{100}}

解

e^{3} = \frac{73109 3 ^{100}}{52560 0 ^{100}} : e = \frac{73109 3 ^{33} 3 731093}{2 ^{166} \cdot 3 ^{66} \cdot 5 ^{66} \cdot 7 3 ^{33} 3 3 0 ^{2} 3 73}

e = \frac{73109 3 ^{33} 3 731093}{2 ^{166} \cdot 3 ^{66} \cdot 5 ^{66} \cdot 7 3 ^{33} 3 3 0 ^{2} 3 73}

验证解:

e = \frac{73109 3 ^{33} 3 731093}{2 ^{166} \cdot 3 ^{66} \cdot 5 ^{66} \cdot 7 3 ^{33} 3 3 0 ^{2} 3 73}

真

解是

e = \frac{73109 3 ^{33} 3 731093}{2 ^{166} \cdot 3 ^{66} \cdot 5 ^{66} \cdot 7 3 ^{33} 3 3 0 ^{2} 3 73}

作图

流行的例子

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