What is the answer to C=3.2sqrt(x)+600 ?

The answer to C=3.2sqrt(x)+600 is x=(25C^2)/(256)-(1875C)/(16)+140625/4 {C>= 600}

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C=3.2sqrt(x)+600

C = 3.2 x + 600

x = \frac{25 C ^{2}}{256} - \frac{1875 C}{16} + \frac{140625}{4} {C \geq 600}

Solution steps

C = 3.2 x + 600

Switch sides

3.2 x + 600 = C

Multiply both sides by

10

32 x + 6000 = C \cdot 10

Move

6000

to the right side

32 x = C \cdot 10 - 6000

Divide both sides by

32

x = \frac{5 ( C - 600 )}{16}

Square both sides:

x = \frac{25 C ^{2}}{256} - \frac{1875 C}{16} + \frac{140625}{4}

x = \frac{25 C ^{2}}{256} - \frac{1875 C}{16} + \frac{140625}{4}

Verify Solutions:

x = \frac{25 C ^{2}}{256} - \frac{1875 C}{16} + \frac{140625}{4} {C \geq 600}

The solution is

x = \frac{25 C ^{2}}{256} - \frac{1875 C}{16} + \frac{140625}{4} {C \geq 600}

3 y + 1 = 4

x, y = 10 x

2 (x + 1)^{2} = 3

3 - n = 5

What is the answer to C=3.2sqrt(x)+600 ?
The answer to C=3.2sqrt(x)+600 is x=(25C^2)/(256)-(1875C)/(16)+140625/4 {C>= 600}