What is the answer to (0.19)/(sqrt(n))=0.001 ?

The answer to (0.19)/(sqrt(n))=0.001 is n=36100

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(0.19)/(sqrt(n))=0.001

\frac{0.19}{n} = 0.001

n = 36100

Solution steps

\frac{0.19}{n} = 0.001

Multiply both sides by

n

\frac{0.19}{n} n = 0.001 n

Simplify

0.19 = 0.001 n

Switch sides

0.001 n = 0.19

Divide both sides by

0.001

n = 190

Square both sides:

n = 36100

n = 36100

Verify Solutions:

n = 36100

True

The solution is

n = 36100

x + 3 x - 8 = x - 7

7 x - 11 = - 11

8 z + 4 = 6 z + 1 + 1

3 \cdot x + 5 = 9

What is the answer to (0.19)/(sqrt(n))=0.001 ?
The answer to (0.19)/(sqrt(n))=0.001 is n=36100
Solve for n: (0.19)/(sqrt(n))=0.001
The solution is n=36100