Use long division to determine the decimal equivalent of a fraction with numerator 5 and denominator 9. 0.3 bar 0.4 bar 0.5 bar 0.6 bar
Any ideas/guesses?
.5 or .6
was .5
I was trying to reply and break it down for you.. but it wouldn't let me type, my bad.
So essentially what that little bar on top means is that the number under the bar repeats again and again so \( 0.\overline{5} = 0.5555555555555\) And the 5 repeats. What happens when you take a calculator and do 5 divided by 9? You'll get 0.5555555 We use that bar to signify that the 5 repeats forever Another example is 5/11 = 0.4545454545 The 45 repeats again and again So if we put a bar on the 45, than that means we have 0.454545 repeating on and on Like this \(0.\overline{45}\)
Hopefully that makes sense :)
thank yew
Of course, my pleasure!
Join our real-time social learning platform and learn together with your friends!