What is expand B+(1-B)e^{-kt} ?

The solution to expand B+(1-B)e^{-kt} is B+e^{-kt}-Be^{-kt}

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expand B+(1-B)e^{-kt}

expand

B + (1 - B) e^{- k t}

B + e^{- k t} - B e^{- k t}

Solution steps

B + (1 - B) e^{- k t}

= B + e^{- k t} (1 - B)

Expand

e^{- k t} (1 - B) : e^{- k t} - B e^{- k t}

= B + e^{- k t} - B e^{- k t}

5 (- 4 x + y - 7 = 0)

\frac{16}{16} - \frac{6}{16}

1.2538 \frac{( 1 + 0.16 s ) ( 1 + 0.16 s )}{s}

- 2 (y + x \frac{d}{d x} ((y) (y)))

27 (- 9 + \frac{12 c + 14 d + 15 e + 113}{8} - c - d - e)

What is expand B+(1-B)e^{-kt} ?
The solution to expand B+(1-B)e^{-kt} is B+e^{-kt}-Be^{-kt}