length units conversion
Amount: 1 foot (ft) of length
Equals: 3.00 hands (hh - h) in length
Converting foot to hands value in the length units scale.
TOGGLE : from hands into feet in the other way around.
CONVERT : between other length measuring units - complete list.
How many hands are in 1 foot? The answer is: 1 ft equals 3.00 hh - h
3.00 hh - h is converted to 1 of what?
The hands unit number 3.00 hh - h converts to 1 ft, one foot. It is the EQUAL length value of 1 foot but in the hands length unit alternative.
ft/hh - h length conversion result | ||||
From | Symbol | Equals | Result | Symbol |
1 | ft | = | 3.00 | hh - h |
Conversion chart - feet to hands
1 foot to hands = 3.00 hh - h
2 feet to hands = 6.00 hh - h
3 feet to hands = 9.00 hh - h
4 feet to hands = 12.00 hh - h
5 feet to hands = 15.00 hh - h
6 feet to hands = 18.00 hh - h
7 feet to hands = 21.00 hh - h
8 feet to hands = 24.00 hh - h
9 feet to hands = 27.00 hh - h
10 feet to hands = 30.00 hh - h
11 feet to hands = 33.00 hh - h
12 feet to hands = 36.00 hh - h
13 feet to hands = 39.00 hh - h
14 feet to hands = 42.00 hh - h
15 feet to hands = 45.00 hh - h
Category: main menu • length menu • Feet
Convert length of foot (ft) and hands (hh - h) units in reverse from hands into feet.
Length, Distance, Height & Depth units
Distance in the metric sense is a measure between any two A to Z points. Applies to physical lengths, depths, heights or simply farness. Tool with multiple distance, depth and length measurement units.
Converter type: length units
First unit: foot (ft) is used for measuring length.
Second: hand (hh - h) is unit of length.
QUESTION:
15 ft = ? hh - h
ANSWER:
15 ft = 45.00 hh - h
Abbreviation, or prefix, for foot is:
ft
Abbreviation for hand is:
hh - h
Other applications for this length calculator ...
With the above mentioned two-units calculating service it provides, this length converter proved to be useful also as a teaching tool:
1. in practicing feet and hands ( ft vs. hh - h ) measures exchange.
2. for conversion factors between unit pairs.
3. work with length's values and properties.