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MTH101-Calculus and Analytical Geometry


MTH101-Calculus and Analytical Geometry

Download Lectures, Handouts, Helping Materials, Assignments Solution, Online Quizzes, GDB, Past Papers, Solved Papers and more........

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Mth101 Final Term Mega Collection 7 Replies

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Mth101 Assignment 2 Solution Fall 2017 1 Reply

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math101 quiz no 2

Started by Abdul Hassan Nov 30, 2017.

math101 past mid paper

Started by Shoaira Khan Nov 24, 2017.

math101 quiz 23 november 2 Replies

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ASSIGNMENT NO 1 math101 10 Replies

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MTH101 Current Final Term Paper Spring 2017

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MTH101 GDB solution 3 Replies

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Mth101 Assignment 2 Solution 3 Replies

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MTH 101 GDB 1 7 Replies

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MTH101 Assignment # 1 Solution & Discussion Due Date 15th May 2017 7 Replies

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MTH101 All Current Final Paper From 25 Feb To 8 March 2017 3 Replies

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MTH101 Syllabus For Final Term feb 2017

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GDB no ;2 2 Replies

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mgt101 GDP no 2 4 Replies

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assignment solution

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Mth101 Solved Exercises (Helping Material ) 15 Replies

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MTH101 Assignment # 2 Solution & Discussion Due Date 23 January 2017 3 Replies

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MTH101 Important Formula

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Comment Wall


You need to be a member of MTH101-Calculus and Analytical Geometry to add comments!

1st Semester
Comment by asma zafar on March 5, 2017 at 4:32pm

show that if x is not equal to 0 then y=1/x satisfies the equation x3y''+x2y'-xy=o need solution

1st Semester
Comment by Aima zahra on December 7, 2016 at 10:05pm

Any body solve mth101 GDB which recived recently

2nd Sem
Comment by Syed Awais Ali Shah on July 29, 2016 at 9:37am

2nd Sem
Comment by Eagle Eyes on February 12, 2016 at 11:19pm

past paper solved is any one having??

1st Semester
Comment by Sohail on November 23, 2015 at 5:58pm
MTH101 Fall 2015
GDB 2, please discuss its solution.

For a functionf(x)=3−2x,a pointx0=3,and a positive number∈=0.02Find


Moreover find a number δ>0such that 0<|x−x0|<δ⇒|f(x)−L|<∈.

Please follow the following methodology to findδ>0
Solve the inequality|f(x)−L|<∈to find an open interval(a,b)containingx0on which the inequality holds for allx≠x0.
Find a value ofδ>0that places the open interval(x0−δ,x0+δ)centered atx0inside the interval(a,b).The inequality |f(x)−L|<∈will holds for allx≠x0in this δ−Interval

5th Sem
Comment by M Ali on November 21, 2015 at 1:39pm

Comment by +ǟɮɨɖ ǟʀǟɨռ+ on June 15, 2014 at 11:42am

1st Semester
Comment by Rana Abdul Rauf Rashid Tongul on February 3, 2013 at 9:49pm

1st Semester
Comment by Muhammad Naveed on January 22, 2013 at 7:53pm

Assignment no. 2 Ka solution????


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