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Q: When should you use subtraction to solve a problem involving fractions?
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When should you use addition to solve a problem involving fraction?

you should use addition in a problem involving fractions if you see key words that mean to add, for example sum increase, altogether, etc


What operation should be used if a problem asks you to find the difference?

subtraction


What should you do to your answer after solving a problem with fractions?

Reduce it, if possible.


How do you subtract fractions in simplest form?

You first need to find a common denominator, not necessarily the least common denominator. Next, you rename the fractions according to the common denominator. Only then can you subtract the fractions. After subtraction you should simplify the answer.


When should you use PIMDAS in math?

In mathematics, the acronym PEMDAS stands for Parentheses, Exponents, Multiplication and Division (from left to right), and Addition and Subtraction (from left to right). This order of operations should be used whenever you are solving an algebraic expression or equation to ensure that you arrive at the correct answer. By following the PEMDAS order, you can avoid errors and confusion in your calculations.


When given a problem with decimals and fractions should you convert them to all decimals or all fractions?

It really doesn't matter whichever one you are more comfortable with. fractions are a bit more challenging to convert.


Should all improper fractions be converted to mixed fractions?

Yes they should


When adding or subtracting fractions what should you do first?

For adding or substracting fractions first of all we should calculate the LCM( Lowest Common Multiplier) of the denominators in both of the fractions.


What do i do with the remainders when dealing with fractions?

You should not have any remainders in fractions!


When writing 1 as a fraction in a subtraction problem how do you know what the numerator and denominator should be?

It does not matter what they are as long as both are the same. 1 = 2/2 = 17/17 = 958/958 and so on.


Why should you keep your attention focused on your work when solve addition and subtraction problems?

You should keep your attention focused on your work at all times - not just when working with addition or subtraction!


Why should you keep your attention focused on your work when you solve addition and subtraction problems?

you should keep your attention focused on your work when you solve addition and subtraction problems because you might get confused