Maths(limits/continuity)

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iTeachChem Helper
@Apu
iTeachChem Helper
Note for OP
+solved @user1 @user2... to close the thread when your doubt is solved. Mention the users who helped you solve the doubt. This will be added to their stats.
Manticore
ManticoreOP7mo ago
Ye do limit solve krke bhejna pls
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Real potato
Real potato7mo ago
For 1st one when -1<x<1 x to the power infinity will be zero therefore ans will be ax^2+bx For the last one as x^2n will become infinity (for x>1)divide numerator and denominator with x^2n you will get x^-1 = 1/x
Manticore
ManticoreOP7mo ago
Ahh got it.. Thanks Btw is it necessary ki 1 aur -1 pe hi check krna ho continuity Ya koi bhi do number pe krskte hai?? @jee2025.#0000
Comrade Rock Astley
The reason we check it at 1 and -1 is the function changes definition at those points For all other values of x, we see that the function is already continuous and it doesn't help us in finding a and b
Manticore
ManticoreOP7mo ago
ohk thanks
iTeachChem
iTeachChem7mo ago
to close this, type '+solved @user1 @user 2' user 1 user 2 being folks who helped you out :)
Manticore
ManticoreOP7mo ago
+solved @Real potato @Comrade Rock Astley
iTeachChem Helper
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