LIMITS

LIMITS.....plz solve

7 Answers

62
Lokesh Verma ·

solve these..

they are basic and good..

1
playpower94 ·

PEHLA SUM... ANSWER IS "ONE" OR 1.

SUM NO. 35 ALSO IS ANSWER IS ONE OR 1

NOW PLZ RESPOND TO DIS :)

62
Lokesh Verma ·

pehla sum is correct powerplan

the 2nd is 100 i think

pls check ur answer!

1
skygirl ·

2.) (n+1)10+(n+2)10+..........+(n+100)10
limn->∞ --------------------------------------------------------------------------------
n10 +1010

(10C0n10+10C2n9...)+(10C0n1020 +...) +... 100 terms
= limn->∞ --------------------------------------------------------------------------------
n10 +1010

100X10C0 + 0
= limn->∞ --------------------------------------------------------------------------------
1+0

= 100

1
Aneesh Gupta ·

Solve 1... please.. i could not understand how.. :(

13
MAK ·

1st one, for aneesh... :

n2+1 / n+1 - an

= n2-1+2 / n+1 - an

= n-1 + 2/n+1 - an

lim(n→∞) [(1-a)n - 1 + (2/n)/1+(1/n)]

lim(n→∞) [(1-a)n] - 1 + 0

for d above limit to be finite, coefficient of n must be =0 => a=1

[1]

1
RAY ·

first is..
n2(1-a2) -an +1-a
-------------------------------
(n+1)

dividing numerator and dinominator we have n left only in numerator as n(1-a2)

so for limit to exist (1-a2)=0
or a=±1

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