There is no general answer because either method works. And some people are more comfortable following one way while others prefer the other way.
It is often useful to convert division into multiplication, by inverting the fraction; dividing by 2/3 is the same as multiplying by 3/2.
When you flip the numerator and denominator of a fraction, you find its reciprocal. For example, if you have a fraction ( \frac{a}{b} ), flipping it gives you ( \frac{b}{a} ). This operation is useful in various mathematical contexts, such as solving equations and finding multiplicative inverses. The reciprocal of a number is particularly important in division, as dividing by a fraction is equivalent to multiplying by its reciprocal.
The answer depends on division of WHAT. And since you have not bothered to share that crucial bit of information, I cannot provide a more useful answer.
Any fraction can go into any other fraction. The concept of "going into" for a limited set of numbers is useful only for integers.
Division. It's also a grouping symbol. For example: 67 + 3 ______ 4 - 2 You can rewrite that as (67 + 3) / (4 - 2). The answer is 35. Back to fractions. It's useful for converting a fraction to a decimal. For example, 3 _ 4 = 0.75. Just divide the numerator by the denominator. If it's a mixed fraction, be sure to convert it to improper first. For example. 23 __ 6 will get you a decimal number greater than 1 because it is improper.
It is often useful to convert division into multiplication, by inverting the fraction; dividing by 2/3 is the same as multiplying by 3/2.
A fraction represents a physical counting division into subsets (smaller parts). These parts must nominally be the same size, or multiples of a minimum size. If you had 5 unequal parts, you could not perform any useful calculations. For example: the fraction 4/7.5 is a valid division but not a valid fraction, while 8/15 or 40/75 would be valid equivalents.
for division
Cell division is useful in adults for tissue renewal and replacement of certain cells.
explain how bacteria could be useful instead of hazardous.
Find the GCF when you want to simplify a fraction. Find an LCM when you want to add and subtract fractions.
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explain how bacteria could be useful instead of hazardous.
how useful are target systems in problem solving process
how useful are target systems in problem solving process
It is called long division because you write down all the numbers for each step to solve the problem and for large numbers there is a lot of writing down. There is a technique called short division which is similar but is more mental, not requiring all the long division steps. But it is usually done only when you are dividing by a small number less than 10, so it is not that useful.
The problem very well could be that it was made in China. I apologize for offering you a cynical answer instead of something more useful, but I honestly couldn't help you with that one.