What is the answer to (12(33000))/(33000+x)=2.75 ?

The answer to (12(33000))/(33000+x)=2.75 is x=111000

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(12(33000))/(33000+x)=2.75

\frac{12 ( 33000 )}{33000 + x} = 2.75

x = 111000

Solution steps

\frac{12 ( 33000 )}{33000 + x} = 2.75

Simplify

\frac{12 ( 33000 )}{33000 + x} : \frac{396000}{33000 + x}

\frac{396000}{33000 + x} = 2.75

Multiply both sides by

33000 + x

396000 = 2.75 (33000 + x)

Switch sides

2.75 (33000 + x) = 396000

Divide both sides by

2.75

33000 + x = 144000

Move

33000

to the right side

x = 111000

Verify Solutions

Find undefined (singularity) points:

x = - 33000

Combine undefined points with solutions:

x = 111000

\frac{x}{5 x + 2} = 4 x - 97 - 711 - 11

\frac{7500}{l} + 12 l = 0

R, P + N = \frac{R + 2}{R}

\frac{mk - t}{k + t} = 4

\frac{r}{r + 6} = \frac{9}{5}

What is the answer to (12(33000))/(33000+x)=2.75 ?
The answer to (12(33000))/(33000+x)=2.75 is x=111000
Solve for x: (12(33000))/(33000+x)=2.75
The solution is x=111000