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MAT-101 Calculus ITeacher:Office:

E astern {-Jrriv ers it)rDepartment of Electrical and Electronic Engineering

Semester: SPring -2011(Batch 1118,1 1 14,T11 l) (GrouP-l)Gulshan KhatunC"-r"* 2, FacultY Room (5th floor)Phone: 404(Office-PABX)

Consulting Hours: MondaY 11:00 am to pm & SundaY l0:30 am to

Course DescriPtionFunctions and graphs: sets of real numbers, intervals and inequalities' domain andrange of a functiorrlir""ir" tn.tior,, f*'u"*.t i" fu"tion, graphi of simple

function(;;;i;";,1"1, r"q*ith*ic and tri gonometric)' refl ecti ons'Limit and contrnurty: Existen"" of ti*itt, ii*it' at infinity' properties and computationaltechniques or ri-it'r, ;;;;;i"r or "o,ti,",ues functions'' e*ti"n'c v.luc thcorcm andIntermediate varue theoiem ,,u,.*.ni urJ verification only) and its application'Differentiation and its applications: Tang;; li*t and rates of change' differentiability'techniques of differeniiution, ,uttt"i"- differentiation' Leibnitz's theorem (n-thderivative or prniu.ioi ,*o'functioiis;, A-notations and

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Learning OutcomeAfter successful completion of the course, each participant will be confident and skilledenough to work out pioblems of sketching graph of any equation, calculating the area andvoluie of any matter and also able to find out the maximum and minimum value of anyreal life function.Performance Evaluation:

Attendance/ Assignments/Presentation 10%Class Quizzes 20%Mid Term 3A%Final Examination &Lab 40%

Marks Grade Point80- r 00 A+ 4.0075-19 A 3.7570-79 A. 3.5065-69 B+ 3.25(r0-64 t] 3.0055-59 B. 2.7550-54 c+ 2.5445-49 C 2.2540-44 D 2.0000-39 F 0.00100YoTotai

Course Policies and Procedures:General policies are as described in the university (EU) Bulletin.Should there be any necessity; any consideration for improving grade of a student will betied up with the performante demonstrated by the student in the areas related to thecontinuous asscss;t (attendance and quizzes) over thc cntirc semcstcr. To be eligiblen ,:11:--:- aL^,8--r E,voa o ofrrdpnf hqs to have minimum 757o class at[e[!guce.

There will be no make up of any quizzes'When needed, extra classes wili bi arranged to make up slow progress of the course'These classes will be considered as a regulir. Decisions regarding the schedules fbr these

for sittine in the fina a student hiil enter th. .l.s ,ft* the attendance register is closedmay not be recorded. Four quirzes ivill be taken anr! best three will be counted'

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receive a grade zero onthe particular assignment and have their final course gradereduced by one letter grade. In addition, the LJniversity has formal procedures to handlecases of academic dishonestY.A teacher alone cannot teach; it requires tremendous amount of cooperation and positivei"rponr., from the student. So every student shouid get their lesson by reading variousbooks/materials (beside their text books). A teacher of any course is not more then aguide. Course Calendar

Gurselntrodrction' Function and Graphs: Set,Intervals, function, inu..qg !!gtion,3.02.11Oomain and range of a functiont4.02.11 Limit and its problemL'Hospital's ruleProblem discussion.Continuitv and differentiabilit28.02.trProblems on continut02.03.11

06.03.11 Problems on differentiabilitMean valuttheorem and Rolle's Theorem'07.03.11Successive differentiation3.03.1 1 ffiderivative of product of two14.03.11Do6.03.11 ffimaximaandminima0.03.11

23.03.1121.A3"11 Problem discussion.

Reuiew of the Previous lectures

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