What is the answer to 25(50)-f=621e^{-0.1*2/12} ?

The answer to 25(50)-f=621e^{-0.1*2/12} is f=(-621+1250e^{(0.1)/6})/(e^{(0.1)/6)}

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25(50)-f=621e^{-0.1*2/12}

25 (50) - f = 621 e^{- 0.1 \cdot \frac{2}{12}}

f = \frac{- 621 + 1250 e ^{\frac{0.1}{6}}}{e ^{\frac{0.1}{6}}}

Decimal Notation

f = 639.26422 \dots

Solution steps

25 (50) - f = 621 e^{- 0.1 \cdot \frac{2}{12}}

Simplify

25 (50) - f : 1250 - f

Simplify

621 e^{- 0.1 \cdot \frac{2}{12}} : \frac{621}{e ^{\frac{0.1}{6}}}

1250 - f = \frac{621}{e ^{\frac{0.1}{6}}}

Move

1250

to the right side

- f = \frac{621}{e ^{\frac{0.1}{6}}} - 1250

Divide both sides by

- 1

f = \frac{- 621 + 1250 e ^{\frac{0.1}{6}}}{e ^{\frac{0.1}{6}}}

2 x + 4 = 5 x - 8

- 7 x = - 7

3.7 = - 3.5 + 0.33 (2.5) + 0.67 (X)

- 25 + 9 + 14 y = 10 + y

\frac{x}{- 4} + 6 = 2

What is the answer to 25(50)-f=621e^{-0.1*2/12} ?
The answer to 25(50)-f=621e^{-0.1*2/12} is f=(-621+1250e^{(0.1)/6})/(e^{(0.1)/6)}