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6 feet = 1 fathom.
lenpollock
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∙ 14y ago1 fathom
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How many feet are in one cable?
1 US cable equals 720 feet. 1 British cable equals 608 feet. A cable is a nautical unit of measure equal to one tenth of a nautical mile.
What is the formula for converting nautical miles into feet?
1 nautical mile = 6076.12 feet.
Why is a nautical mile 6076 feet?
6,076 feet equates to approximately 1 nautical mile.
Which is the correct volume of a cube using if the length width and height all measure 6 feet?
It is: 6*6*6 = 216 cubic feet
How many linear feet are in one mile?
5280 feet in one Statute Mile 6080 feet in UK Nautical Mile 6076.12 feet in one Intl Nautical Mile
What measure equal to 6 feet is used to calculate ocean depths?
A fathom is a nautical measurement equal to 6 feet.
How many feet are in one cable?
1 US cable equals 720 feet. 1 British cable equals 608 feet. A cable is a nautical unit of measure equal to one tenth of a nautical mile.
How does an arcsecond measure distance?
On earth the arcminute is a nautical mile of 6000 feet. the arc second is 100 feet. The Ancient Egyptians figured this out.
How many feet in a nautical mile?
1 nautical mile = 6,076.1155 feet.
One nautical mile equals how many feet?
There are 6,082 feet in one nautical mile !
How do you measure 1.4miles?
5,280 feet in a statute mile times 1.4 miles = 7,392 feet 6,076.11 feet in a nautical mile (boating) times 1.4 miles = 8,506.554 feet
Feet in a nautical mile?
One nautical mile is 6,076.12 feet (rounded).
How many feet in nautical miles?
1 nautical mile (international) is 6,076 feet.
What is the formula for converting nautical miles into feet?
1 nautical mile = 6076.12 feet.
How many linear feet are there in a nautical mile?
1 Nautical Mile(s) = 6,076.1154855643 Feet
Why is a nautical mile 6076 feet?
6,076 feet equates to approximately 1 nautical mile.
How many min are in 1 ft?
None, since there can be no conversion.A foot is a measure of length in 1-dimensional space while a min is a measure of time or of angular displacement. The two measure different characteristics and, according to the most basic principles of dimensional analysis, any attempt at comparisons or conversions between the two are fundamentally flawed.
