w8ing.............
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Due Date: Nov 22, 2010Maximum Marks: 25
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Question 1)
Use definition (definition 2.6.3) to prove that
[SIZE=12pt]Question 2:
[/SIZE] Find the points of discontinuity of the given function
[SIZE=12pt]
[/SIZE]
[SIZE=12pt]Question 3:
[/SIZE]
Find a non-zero value for the constant “k” so that
Will be continuous at x=0
Solution will be provided soon.
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w8ing.............
ok good to wait.
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Sigh!!!!!!!!!!!!!!!wht good to w8 ?
wait na. ab itni bhi kia jaldi hai. app bhi kuch share kar dia karo
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hhmmmmm acha khud he kuch karti hun
han aur share bhi karana ta kay kuch dusray students ka bhi faida ho jay.
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Idea solution check it out.
Q1. Use epsilon-delta definition to prove
Limit as x-->-3 (x^2-9)/(x+3)= -6
Ans. |x+3|<epsilon iff 0<|x+3|<delta
Q2. Find the points of discontinuity of the given function
f(x)=(x+3)/|x^2+3x|
Ans. Points of discontinuity are 0 and -3 in both the cases (when absolute sign is removed we get two cases. 1. (x^2+3x) and 2. -(x^2+3x) .. am I right??)
Q3. Find a non-zero value for the constant “k” so that
f(x)= tan(kx)/x if x<0
3x+2k^2 if x>0
will be continuous at x=0
Ans. k=1/2
Note: Please donot consider this answers 100% true as there may be some mistake from my side (I'm not a cheetah in math ) ... anyways .. please if you find your answers different from mine .. Kindly do notify so we can discuss which answer are correct. Thank you!!
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Question 1 and 2 are ok as i have got the same answer. How you solved the third question please share the method
oh dear you can do it by your self. you from where?
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