Real Analysis 02 | Bounded set, Intervals, Supremum, Infimum | Point set topology in real analysis |

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Real Analysis 02 | Bounded set, Intervals, Supremum, Infimum | Point set topology in real analysis |

#bounded_set #Supremum #infimum #real_analysis #mathsshtam
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Shouldn't the supremum of the null set be - infinity and infimum infinity ?

vaibhavipokhriyal
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Bhaiya apki videos best h but underrated

adishiagrawal
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X€[-1, 4], sinx>0, yaha sup pi/2, inf 0 aur max and min exist nai karega….l aaisa muje lagta hai

ritub.upadhyay
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sir can you explain that when x belongs to open 0 to 4 and sin x is positive why there is no max or min? can max be pi and min be 0 as becoz they also belong to the set?

atreyidas
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{x belongs to [0, 4], sinx >0 me sup 1 hoga sayad...coz π/2 set me h}

mahendrakumar
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Are Yrrr bhaiyaa.... Aap 2/3 example Karawo jo samjh aaye ache se .... Phla samajh nhi aa rha hai dusre pe jump kar de rhe

Aapke pass knowledge hai lekin padhane ka tarika nhi hai aapke pass....Aap use pdh chuke hai aur ham logo ke najar me wo phli baar dikha hai to kam se kam 1 ache se example kara do....

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