What is simplify-2.4*(225)^{-1.4}(375) ?

The solution to simplify-2.4*(225)^{-1.4}(375) is -(900)/(225^{1.4)}

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simplify-2.4*(225)^{-1.4}(375)

simplify

- 2.4 \cdot (225)^{- 1.4} (375)

- \frac{900}{22 5 ^{1.4}}

Decimal Notation

- 0.45833 \dots

Solution steps

- 2.4 \cdot 22 5^{- 1.4} (375)

Apply rule:

(a) = a

(375) = 375

= - 2.4 \cdot 22 5^{- 1.4} \cdot 375

Multiply the numbers:

- 2.4 \cdot 375 = - 900

= - 900 \cdot 22 5^{- 1.4}

= - 22 5^{- 1.4} \cdot 900

Apply exponent rule:

a^{- b} = \frac{1}{a ^{b}}

22 5^{- 1.4} = \frac{1}{22 5 ^{1.4}}

= - \frac{1}{22 5 ^{1.4}} \cdot 900

- \frac{1}{22 5 ^{1.4}} \cdot 900 = - \frac{900}{22 5 ^{1.4}}

= - \frac{900}{22 5 ^{1.4}}

e^{- 7.61}

e^{- 625}

15400 \cdot 2^{- 0.152004}

(\frac{e}{s ^{2}})^{- s^{0}}

(sin (t) + cos (t))^{2}

What is simplify-2.4*(225)^{-1.4}(375) ?
The solution to simplify-2.4*(225)^{-1.4}(375) is -(900)/(225^{1.4)}