Which number would you add to three and four-tenths to give an approximate sum of 5?
5-3 4/10 = x x= 8/5
Hint: \(x + 3\frac{4}{10} \approx 5\)
I'm not a big fan of improper fractions
ME EITHER
I can show you how to solve these without using improper fractions
OKAY
Well basically, we figured out that we need to solve for x. All we have to do is subtract this: \(5 - 3\frac{4}{10}\)
What we do is separate the whole numbers from the fractions to get this: \((4 - 3)(\frac{10}{10} - \frac{4}{10}\))
I borrowed 1 from 5 and changed that 1 to 10/10 so that I would have a fraction to subtract from 4/10
Now I can subtract: \((4 - 3)(\frac{10}{10} - \frac{4}{10})\) becomes \(1\frac{6}{10}\) and that reduces to \(1\frac{3}{5}\) Thus I have done it without improper fractions.
WOW..
You can basically use this method with any mixed fractions that need to be added or subtracted. I haven't figured it out a method for multiplying mixed fractions, but I'm close.
Does anyone have any questions or doubts about my method? Feel free to ask.
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