Prove that the sequence a_n=(2n-7)/(3n+2) is monotonically increasing, bounded and hence convergent.

[@venky99a]

Nice explanation ! I want to understand division, which is well explained 🙏

[@arpitha41]

Limit of the sequence is 2/3... It really helped a lot tq...

[@MathsICU]

Thanks for your feedback😊

[@arpitha41]

@@MathsICU keep on making your videos... explaination was awesome.....hope more success to your channel...even pw is small 3 years back... concept was really good..tq

[@abhishekkumarkumar6372]

Thank you so much sir

[@yuvrajsingh1654]

Sir exam mein 3rd step prove karna compulsory hota ya direct b likh sakte hai jese apne likha !

[@MathsICU]

You can directly write from part (i) and part (ii) the given sequence is convergent.

[@yuvrajsingh1654]

@@MathsICU ok sir thanks 👍

[@SANJUTRADER-g2x]

​@@yuvrajsingh1654 hello bhai

[@fictionalworld4531]

Minus mein aye toh or prove Karen ko bole ki monotonically increasing dekhao toh kaise kare

[@AashitaMahajan]

2/3

[@utkarshyadav9367]

Anil

[@yashpanchariya504]

Wrong solution

[@MathsICU]

What is wrong in this solution???

[@Sita-kl2kh]

Bhai Saab ye koi mhaan hi log honge jo..is solution ko wrong bta rhe h......vese aapko iska solution aata hi tha to is Channel pr kya krne aaye ...kmiyaan nikalne??😄😄😄