Fractions and decimals
These are decimals and there are an infinite number of numbers between these numbers.
They are both representations of rational numbers.
They Are both ways to express partial #'s
powers of 10 example 10,100,1000
The relationship between fractions and decimals can be seen as follow. Fractions can be represented as ratio of two numbers and on dividing can give a decimal value. And decimal value can be converted into a fraction too.
Fractions and decimals
There are an infinite amount of numbers between. They include fractions and decimals and whole numbers. A few examples would be 690.34563 and 700 and 1400/2... etc
Hundredths.
It could be converting decimals to fractions, 0.25 = 1/4, or it could mean converting between units of measurement 2ft. = xin. 2 ft = 2 x 12 = 24 in. 12 being the conversion unit to change feet to inches. Or it could mean converting between metric and standard measurements; 1 in = 2.54 cm.
Fractions to decimals: Divide the numerator by the denominator. Decimals to fractions: Put the fraction without the decimal point in the numerator. In the denominator, put a "1", followed by as many zeroes as there are decimals. For example, 0.058 becomes 58 / 1000.
These are decimals and there are an infinite number of numbers between these numbers.
They are both representations of rational numbers.
the way it is written, they can equal the same amount
Generally speaking, when someone wants to know about conversions of fractions, it is to be assumed that this person wants to know about converting fractions to decimals. Our common number system is a base 10 system, so for the purposes of this answer we will assume base 10. And this is the interesting part: there is no difference between fractions and decimals (or, for the computer science oriented amongst us, floating point numbers). For example, if someone says the have 1/4th of an acre of land, that means they have 25% of one acre of land (in other words, .25 of one acre).
they all can be used to find the answer to the same wole number
They Are both ways to express partial #'s