What is the answer to 70e^{-0.0144}*2=45 ?

The answer to 70e^{-0.0144}*2=45 is e=(2^{138}*7^{69}\sqrt[9]{614656})/(3^{138)\sqrt[9]{6561}}

Solve for e: 70e^{-0.0144}*2=45

The solution is e=(2^{138}*7^{69}\sqrt[9]{614656})/(3^{138)\sqrt[9]{6561}}

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70 e^{- 0.0144} \cdot 2 = 45

Decimal Notation

e = 1.6992 E 34

Solution steps

70 e^{- 0.0144} \cdot 2 = 45

Expand

70 e^{- 0.0144} \cdot 2 : \frac{140}{e ^{0.0144}}

\frac{140}{e ^{0.0144}} = 45

Take both sides of the equation to the power of

625 : \frac{14 0 ^{625}}{e ^{9}} = 4 5^{625}

\frac{14 0 ^{625}}{e ^{9}} = 4 5^{625}

Solve

Verify Solutions:

True

The solution is

x^{\frac{7}{3}} = - 128

3 x = 10 x^{2} - 5 x - 24

x + 4 + x - 8 = 0

x^{2} (43) = 3 x

(x + 6)^{\frac{3}{5}} = 8

What is the answer to 70e^{-0.0144}*2=45 ?
The answer to 70e^{-0.0144}*2=45 is e=(2^{138}*7^{69}\sqrt[9]{614656})/(3^{138)\sqrt[9]{6561}}
Solve for e: 70e^{-0.0144}*2=45
The solution is e=(2^{138}*7^{69}\sqrt[9]{614656})/(3^{138)\sqrt[9]{6561}}