数学者が退屈するとき (ep1)
Determining if a multivariable function is continuous at (a , b)
関数の定義域を見つける方法 - 根号、分数、平方根 - 区間表記
Find the domain and range of f(x)=√2-x
X の確率密度関数を考慮して Y = X^2 の密度を取得します: 基本的な例
Show that f(x,y) = xy/√(x2+y2) is continuous at origin when f(0,0)=0
関数の不連続性を判断する
区分関数を連続にする値 a と b を見つけます。
Probability Density Function of Z=X+Y : Example 1
This chapter closes now, for the next one to begin. 🥂✨.#iitbombay #convocation
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Maths Ki Problem 😜 PIHOOZZ
Functions IIT Questions NO 11 ( X Class)
If you do timepass then professor do this😂🤣 at IITBOMBAY,#iitbombay
Quadratic Equations IIT Questions No 05 ( X Class)
Quadratic Equations IIT Questions No 11 ( X Class)
||DIFFERENTIATION||TRICKS|| FOR ||NDA||AIRFORCE(X)|application of derivatives #group_study_point||
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find value of k in function f(x) continuous at x=2 , f(x) ={x^2-4/x-2 ,x#2. & k if x=2
He didn’t sleep for 3 days 🤯 IIT Bombay #shorts #iit #iitbombay #motivation #trending #viral #exam