What is the answer to 2.7927=(1-x)*0.4231+8.4739x ?

The answer to 2.7927=(1-x)*0.4231+8.4739x is x=(2.3696)/(8.0508)

Solve for x: 2.7927=(1-x)*0.4231+8.4739x

The solution is x=(2.3696)/(8.0508)

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2.7927 = (1 - x) \cdot 0.4231 + 8.4739 x

x = \frac{2.3696}{8.0508}

Decimal Notation

x = 0.29433 \dots

Solution steps

2.7927 = (1 - x) \cdot 0.4231 + 8.4739 x

Switch sides

(1 - x) \cdot 0.4231 + 8.4739 x = 2.7927

Expand

(1 - x) \cdot 0.4231 + 8.4739 x : 0.4231 + 8.0508 x

0.4231 + 8.0508 x = 2.7927

Move

0.4231

to the right side

8.0508 x = 2.3696

Divide both sides by

8.0508

x = \frac{2.3696}{8.0508}

24 = a_{0} (0 + 3) (0 + 4)

\frac{- 3 x + 4}{2} = \frac{1}{3}

- 10 = - x + 3

a + 2 + 3 a + 3 a - 4 = 26

5 (x - 4) = 60

What is the answer to 2.7927=(1-x)*0.4231+8.4739x ?
The answer to 2.7927=(1-x)*0.4231+8.4739x is x=(2.3696)/(8.0508)
Solve for x: 2.7927=(1-x)*0.4231+8.4739x
The solution is x=(2.3696)/(8.0508)