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What is a fraction that compares 2 equivalent measurements?
A fraction that compares 2 equivalent measurements is often referred to as a conversion factor. It represents the relationship between two different units of measurement for the same quantity. For example, the fraction 1 mile/5280 feet can be used to convert between miles and feet, as there are 5280 feet in one mile.
What fraction represents 2 feet 1 yard?
fraction which represents 2 feet 1 yard = 2/31 yard = 3 feet2 feet/3 feet = 2/3
What is the relationship between yards and feet?
There are 3 feet in 1 yard.
If a paint ball gun shoots 8 balls per second how many feet per second is that?
There is no relationship between balls, and feet. You need some more information to figure this out.There is no relationship between balls, and feet. You need some more information to figure this out.There is no relationship between balls, and feet. You need some more information to figure this out.There is no relationship between balls, and feet. You need some more information to figure this out.
What fraction of an acre is 200 x 300 square feet?
It is not a fraction of an acre, it is more than 1 acre: 1.377 acres.
What is 1.66667 as a fraction?
1.66667 as a fraction is 5/3. To convert a decimal to a fraction, we can write it as a fraction with the decimal as the numerator and a power of 10 as the denominator. In this case, 1.66667 can be written as 166667/100000. Simplifying this fraction by dividing both the numerator and denominator by their greatest common divisor, which is 33333, we get 5/3.
What is the relationship between 2 feet and 1 yard?
2:3
How could you write the relationship between inches and feet as a unit rate?
1 feet= 12 inches
What is the relationship between centimeter and feet?
1 ft = 30.48 cm exactly.
What is the answer of Express 2 thirds feet as a fraction?
2/3 feet is a fraction.
Is there a relationship between feet and inches a function?
Yes, the relationship between feet and inches is a function because for each value of feet, there is a unique corresponding value in inches. Specifically, since 1 foot equals 12 inches, you can express this relationship as ( y = 12x ), where ( x ) is the number of feet and ( y ) is the number of inches. This means that every input (feet) has exactly one output (inches), satisfying the definition of a function.
What is the relationship rule between feet and inches?
One foot is equal to 12 inches.
