What is the answer to v(5)=(10000)/(5+1245e^{-0.97(5))} ?

The answer to v(5)=(10000)/(5+1245e^{-0.97(5))} is v=(2000e^{4.85})/(5e^{4.85)+1245}

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v(5)=(10000)/(5+1245e^{-0.97(5))}

v (5) = \frac{10000}{5 + 1245 e ^{- 0.97 (5)}}

v = \frac{2000 e ^{4.85}}{5 e ^{4.85} + 1245}

Decimal Notation

v = 135.62696 \dots

Solution steps

v (5) = \frac{10000}{5 + 1245 e ^{- 0.97 (5)}}

Simplify

\frac{10000}{5 + 1245 e ^{- 0.97 (5)}} : \frac{10000}{5 + \frac{1245}{e ^{4.85}}}

v (5) = \frac{10000}{5 + \frac{1245}{e ^{4.85}}}

Divide both sides by

5

v = \frac{2000 e ^{4.85}}{5 e ^{4.85} + 1245}

- 4 x + 10 = 5 x + 55

x, 2 x + 5 y = 3 y + 8

2 m = 8

- 4 x + 5 = 1 - x

x - 5 = 14

What is the answer to v(5)=(10000)/(5+1245e^{-0.97(5))} ?
The answer to v(5)=(10000)/(5+1245e^{-0.97(5))} is v=(2000e^{4.85})/(5e^{4.85)+1245}