Rational and Irrational Numbers

[@TheOrganicChemistryTutor]

Final Exams and Video Playlists: www.video-tutor.net/ Full-Length Videos & Worksheets: www.patreon.com/MathScienceTutor/collections

[@jin_cotl]

I think you forgotten to mention that the denominator can’t be zero when it’s in a fraction. It’s a good video but I wanted include it Edit: if denominator is zero it’s not a rational number

[@jin_cotl]

:D

[@muntasirahmed8715]

*Summary of this video and Short Note* Rational numbers: Can be written as fractions i) Integers ii) Decimals which repeat same numbers iii) Decimals which repeat 2 or more numbers again and again (in an order) Irrational numbers: Cannot be written as fractions i) Numbers after decimal point never end (infinity and numbers don't repeat) ii) Square Roots (except square root numbers e.g: 4,9,16,25,36 etc)

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Me too

[@naeemijaz79]

Preparing for exams, except I did not understand this in class and couldn't understand by book

[@Olliedowling]

what grade are you in ?

[@danielmuller8046]

Same,

[@sleepeatrepeatthendie6783]

He said: "If you can't write the number as a fraction of two integers, thats when you have irrational number. THAT HELPED A LOT

[@nokilatu3561]

ik! why cant people just get to the point smhh. theyre just confusing us by continuing to put more bullsh*t in our head "talkin bout .17 17 17 =.17=17/99

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My deadline is tomorrow I still don't have answerz 🏃‍♀️

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@Jobe McDermott :)

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Roblox

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I did not even understand Lol

[@lunyafreeman356]

@BananaMan same

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Thx for teaching me this cuz in class my brain was like. DEAD

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I can relate...

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What grade are you in?

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Alaina Goyal heh 7th

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A asterisk?

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me who did not understood this in my years of elematry + high school ,he explained in 6 minutes , great job man

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ill be back to this video to thank you when I get my ged and apply to college I was referred here from a math tutor at my local community college that said you helped him big time.

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Me too

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[@TheOrganicChemistryTutor]

Thanks!

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you should've focused more on your spelling

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Our exam is coming up and this helped me understand our lesson more Tysm

[@k_introvrrt]

OMG! THANK YOU VERY MUCH, THIS HELP ME FOR MY MODULE. IT TOOK ME SO LONG TO FIND OUT WHAT IS IRATIONAL AND RATIONAL

[@LearnFirstEarnNext]

The Ratio between the Circumference and Diameter of any Circular objects like Small Ring to Big Moon always is π (Pi)... For example, Take a small Ring. Using thread measure it's Circumference (C) and Diameter (d). Now, C/d = one answer in Numbers.... Next imagine you are measuring Moon Circumference (C) and it's Diameter length. The ratio is: C/d = gives the same answer in number what we got in the case of small Ring. Conclusion:. C/d = Same number every time... That same number is π.... C/d = π . So the circumference of a Circle formula is C/d = π C = πd C = π (2r) C = 2πr units... Pi is the 16 th Letter of Greek Alphabet.... Almost maximum Maths Symbols we are using is Greek Language Letters.... Difference Between Rational and Irrational Numbers: Rational Number: It has Non-Terminating and Repeating (Recurring) places of Decimals. Example: 10/3 = 3.33333333... 22/7 = 3.142857 142857 142857..... Irrational Number: It has Non-Terminating and Non-Recurring places of Decimals. Example: √2 = 1.412135623 π = 3.1415926535 8979323846 2643383279 5028841971 6939937510 5820974944 5923078164 0628620899 8628034825 3421170679 ... Hence Real Numbers = The Set t of Rational Numbers + The Set of Irrational Numbers...

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[@jeremylaughery2555]

Thanks for this lesson. What I believe we are missing in mathematics is the fact that when dividing integers by integers, we have a special case where we end up with an irrational number at infinity. Do you think that Euler's product is rational or irrational at infinity? I believe it to be irrational at infinity.

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Thanku sir i learnt wt is rational and irrational number tqq sir😊

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