What is 35000(1-(1+234)^{-25333}) ?

The solution to 35000(1-(1+234)^{-25333}) is 35000-(56)/(5^{25329)*47^{25333}}

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simplify 35000(1-(1+234)^{-25333})

simplify

35000 (1 - (1 + 234)^{- 25333})

35000 - \frac{56}{5 ^{25329} \cdot 4 7 ^{25333}}

Solution steps

35000 (1 - (1 + 234)^{- 25333})

(1 + 234)^{- 25333} = \frac{1}{23 5 ^{25333}}

= 35000 (1 - \frac{1}{23 5 ^{25333}})

Expand

35000 (1 - \frac{1}{23 5 ^{25333}}) : 35000 - \frac{56}{5 ^{25329} \cdot 4 7 ^{25333}}

= 35000 - \frac{56}{5 ^{25329} \cdot 4 7 ^{25333}}

(x + \frac{y}{3})^{12}

lo g_{2} (4 x y)

\frac{n}{2 ^{n} ( n + 1 )}

(3 x + sin (y)) d y

4 y^{2} \cdot (4 y y^{'} (t) - 1)

What is 35000(1-(1+234)^{-25333}) ?
The solution to 35000(1-(1+234)^{-25333}) is 35000-(56)/(5^{25329)*47^{25333}}