What is the answer to V^1i=((0.18-0))/((15925-0)) ?

The answer to V^1i=((0.18-0))/((15925-0)) is V=-0.00001…i

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V^1i=((0.18-0))/((15925-0))

V^{1} i = \frac{( 0.18 - 0 )}{( 15925 - 0 )}

V = - 0.00001 \dots i

Solution steps

V^{1} i = \frac{( 0.18 - 0 )}{( 15925 - 0 )}

Subtract the numbers:

0.18 - 0 = 0.18

V^{1} i = \frac{0.18}{15925 - 0}

Subtract the numbers:

15925 - 0 = 15925

V^{1} i = \frac{0.18}{15925}

Divide both sides by

i

V = - 0.00001 \dots i

- 12 x + 60 = 48

8 x + 2 = 18

4 = 2 s

5 n + 9 = 2 n

(x + 3)^{2} - (x - 3)^{2} = 6

What is the answer to V^1i=((0.18-0))/((15925-0)) ?
The answer to V^1i=((0.18-0))/((15925-0)) is V=-0.00001…i