they both go together
They are similar because when you compare decimals you say the larger one has more value so the decimal is larger like in comparing whole numbers the number that has more value is larger. So they are very similar.
You are probably looking for 1.6, but if you count ALL of the decimals between 1.5 and 1.7, then there is an infinite number of decimals between the two with an infinite number of decimal places.
There are an infinite number of decimals between 1.2 and 1.3
§ In comparing two whole numbers, the one with the most digits is always the greater number. § In decimals the number with the greatest number of digits is not always the greatest.
The process is the same.
they both go together
Whole numbers contain no fractional part as do decimals
One way is to show that the absolute difference between them is smaller than any number that you care to choose.
They are similar because when you compare decimals you say the larger one has more value so the decimal is larger like in comparing whole numbers the number that has more value is larger. So they are very similar.
when comparing 2 decimals like .57 and .559 the number with the least amount of numeral places is the greater number.This is caused by the places of decimals because .57 is only 57 hundredths and .559 is 559 thousandths so the one with less numbers is greater.This goes with all decimals and if they have the same amount of numbers then you take the higher number like 8 is greater ten 6.
A single number cannot be compared. Also, it will always be in a correct order - increasing or decreasing!
An infinite number of decimals are between any two numbers that aren't the same.
Actually, there is an infinite number of decimals between 0 and 1.
Comparing and ordering whole numbers and decimals involves examining the numerical values of each number to determine their relative magnitude. When comparing whole numbers or decimals, you are essentially looking at which number is greater, lesser, or if they are equal. Ordering involves arranging the numbers in a sequence from least to greatest or greatest to least based on their numerical values. This process is essential for understanding numerical relationships and making informed decisions in various mathematical contexts.
There is no such number because decimals are infinitely dense. That is, between any two decimals, there are infinitely many decimals.
1.5