Unit definitions

Microfarad

$\frac{1}{10^6}$ of a farad is a microfarad.

Nanofarad

$\frac{1}{10^9}$ of a farad is a nanofarad.

How to convert Microfarad to Nanofarad

$$\text{Electric Capacitance}_{\text{nF}} = \text{Electric Capacitance}_{\text{μF}} \cdot {10}^{3}$$

Examples

Example 1

Convert $50.0\ \text{μF}$ to $\text{nF}$.

$$\text{Electric Capacitance}_{\text{nF}} = 50.0 \cdot {10}^{3}$$

$$\text{Electric Capacitance}_{\text{nF}} = 50000$$

$$\therefore \ 50.0\ \text{μF} = 50000 \ \text{nF}$$

Example 2

Convert $70.0\ \text{μF}$ to $\text{nF}$.

$$\text{Electric Capacitance}_{\text{nF}} = 70.0 \cdot {10}^{3}$$

$$\text{Electric Capacitance}_{\text{nF}} = 70000$$

$$\therefore \ 70.0\ \text{μF} = 70000 \ \text{nF}$$

Example 3

Convert $120.0\ \text{μF}$ to $\text{nF}$.

$$\text{Electric Capacitance}_{\text{nF}} = 120.0 \cdot {10}^{3}$$

$$\text{Electric Capacitance}_{\text{nF}} = 120000$$

$$\therefore \ 120.0\ \text{μF} = 120000 \ \text{nF}$$

Example 4

Convert $140.0\ \text{μF}$ to $\text{nF}$.

$$\text{Electric Capacitance}_{\text{nF}} = 140.0 \cdot {10}^{3}$$

$$\text{Electric Capacitance}_{\text{nF}} = 140000$$

$$\therefore \ 140.0\ \text{μF} = 140000 \ \text{nF}$$

Example 5

Convert $200.0\ \text{μF}$ to $\text{nF}$.

$$\text{Electric Capacitance}_{\text{nF}} = 200.0 \cdot {10}^{3}$$

$$\text{Electric Capacitance}_{\text{nF}} = 200000$$

$$\therefore \ 200.0\ \text{μF} = 200000 \ \text{nF}$$

Microfarad to Nanofarad conversion table

Microfarad to Nanofarad conversion table

Microfarad [μF]	Nanofarad [nF]
1	1E+3
2	2E+3
3	3E+3
4	4E+3
5	5E+3
6	6E+3
7	7E+3
8	8E+3
9	9E+3
10	1E+4

Convert Microfarad to other Electric Capacitance units

Convert Microfarad to other Electric Capacitance units

Microfarad [μF]	Other unit
1	0.000001 Farad [F]
1	0.001 Millifarad [mF]
1	1E+6 Picofarad [pF]
1	1E+9 Femtofarad [fF]