Convert agate [typographical] to foot [pre-1963 Canada]


agate [typographical]
foot [pre-1963 Canada]


Did you mean to convert agate [typographical]
to foot
foot [Egypt]
foot [France]
foot [iraq]
foot [Netherlands]
foot [pre-1963 Canada]
foot [Rome]
foot [survey]

More information from the unit converter

How many agate [typographical] in 1 foot [pre-1963 Canada]? The answer is 179.13385826772. We assume you are converting between agate [typographical] and foot [pre-1963 Canada]. You can view more details on each measurement unit: agate [typographical] or foot [pre-1963 Canada] The SI base unit for length is the metre. 1 metre is equal to 551.1811023622 agate [typographical], or 3.0769230769231 foot [pre-1963 Canada]. Note that rounding errors may occur, so always check the results. Use this page to learn how to convert between agates and feet [pre-1963 Canada]. Type in your own numbers in the form to convert the units!



Quick conversion chart of agate [typographical] to foot [pre-1963 Canada]

1 agate [typographical] to foot [pre-1963 Canada] = 0.00558 foot [pre-1963 Canada]

10 agate [typographical] to foot [pre-1963 Canada] = 0.05582 foot [pre-1963 Canada]

50 agate [typographical] to foot [pre-1963 Canada] = 0.27912 foot [pre-1963 Canada]

100 agate [typographical] to foot [pre-1963 Canada] = 0.55824 foot [pre-1963 Canada]

200 agate [typographical] to foot [pre-1963 Canada] = 1.11648 foot [pre-1963 Canada]

500 agate [typographical] to foot [pre-1963 Canada] = 2.79121 foot [pre-1963 Canada]

1000 agate [typographical] to foot [pre-1963 Canada] = 5.58242 foot [pre-1963 Canada]


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You can do the reverse unit conversion from foot [pre-1963 Canada] to agate [typographical], or enter any two units below:

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Common length conversions


Definition: Agate

An agate is a unit of typographical measure. It is approximately 5 1/2 points (1/14 inch or 1.814 mm). It can refer to either the height of a line of type, or to a font that is 5.5 points. An Agate font is commonly used to display statistical data or legal notices in newspapers. It is considered to be the smallest point size that can be printed on newsprint and remain legible.


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