Milli to Micro – home

SI prefix converter

Convert micro to base unit

1 µ = 0.000001 unit — to convert micro to base unit, divide by 1,000,000.

Micro to base unit calculator

base unit unit0.000001

1 µ = 0.000001 unit

Micro to base unit at a glance

Conversion

1 µ = 0.000001 unit

Rule

÷ 1,000,000

Decimal shift

6 places left

Powers of ten

10⁻⁶ → 10

Micro to base unit formula and conversion factor

Every SI prefix is a whole power of ten. Micro is 10⁻⁶ of the base unit and base unit is 10, so the two are exactly 6 powers of ten apart. That makes the factor exactly 1,000,000 — not an approximation, and it never changes with the unit you are measuring.

unit = µ ÷ 1,000,000

10⁻⁶ ÷ 10⁰ = 10⁻⁶ = 0.000001

1 µ    = 0.000001 unit
5 µ    = 0.000005 unit
100 µ  = 0.0001 unit
1000 µ = 0.001 unit

Micro to base unit conversion table

The values people look up most often, converted exactly. Read down for micro (µ), across for base unit (unit).

In words: 10 µ is 0.00001 unit, 100 µ is 0.0001 unit, 500 µ is 0.0005 unit, 1000 µ is 0.001 unit, 2000 µ is 0.002 unit, and 5000 µ is 0.005 unit.

Micro to base unit conversion table
Micro (µ)Base unit (unit)
0.0009 µ9 × 10⁻¹⁰ unit
0.001 µ0.000000001 unit
0.005 µ0.000000005 unit
0.008 µ0.000000008 unit
0.01 µ0.00000001 unit
0.02 µ0.00000002 unit
0.05 µ0.00000005 unit
0.1 µ0.0000001 unit
0.2 µ0.0000002 unit
0.4 µ0.0000004 unit
0.5 µ0.0000005 unit
1 µ0.000001 unit
2 µ0.000002 unit
5 µ0.000005 unit
7 µ0.000007 unit
10 µ0.00001 unit
20 µ0.00002 unit
50 µ0.00005 unit
100 µ0.0001 unit
200 µ0.0002 unit
250 µ0.00025 unit
300 µ0.0003 unit
400 µ0.0004 unit
500 µ0.0005 unit
800 µ0.0008 unit
1,000 µ0.001 unit
2,000 µ0.002 unit
5,000 µ0.005 unit

How to convert micro to base unit without a calculator

Move the decimal point 6 places to the left, padding with zeros if you run out of digits. Going to a larger prefix always makes the number smaller, because each unit now covers more of the quantity.

The check that catches almost every mistake: compare the two exponents before you write the answer. Micro is 10⁻⁶, base unit is 10. If the prefix you are moving to is smaller, the digits must grow. If your answer moved the wrong way, you divided when you should have multiplied — the failure mode behind more than one real unit-conversion incident.

“Normal units”, base units, and plain units

A base unit is the unprefixed unit — amperes, grams, seconds, metres, litres. It is the same thing people mean by “normal units”, “plain units”, or just “units”: converting micro to normal, micro to unit, and micro to base unit are all the same calculation. There is no separate rule for it, because the base unit is simply the prefix 10⁰.

One place the wording matters: in medicine a “unit” can be a dose unit rather than an SI base unit — insulin is dosed in units and milliunits, and thyroid labs report µIU/mL. The prefix math is identical (1 unit = 1,000 milliunits), but the “unit” there is a biological activity unit, not a metre or a gram.

Micro to base unit FAQ

How do you convert micro to base unit?
To convert micro to base unit, divide by 1,000,000. That is the same as moving the decimal point 6 places to the left. For example, 1 µ = 0.000001 unit, and 5 µ = 0.000005 unit.
How many micro are in 1 base unit?
There are exactly 1,000,000 micro in 1 base unit. Base unit (unit) is 10⁰ of the base unit and micro (µ) is 10⁻⁶, so they sit 6 powers of ten apart — a factor of exactly 1,000,000, with no rounding.
Is 1 micro equal to 1 base unit?
No. Micro and base unit are different SI prefixes 6 powers of ten apart. Micro is 1,000,000 times smaller than base unit, so 1 µ = 0.000001 unit.
Is the micro to base unit conversion exact?
Yes. Every SI prefix is a whole power of ten, so micro to base unit is exactly ÷ 1,000,000 with no rounding. This calculator shifts the decimal exponent instead of multiplying in binary floating point, so a value like 1.001 µ returns an exact result rather than one with a trailing rounding error.
Is micro bigger or smaller than base unit?
Micro is smaller. Micro is 10⁻⁶ and base unit is 10⁰, which makes micro 1,000,000 times smaller. The number always moves the other way: a quantity written in the smaller unit uses the bigger number.