Class 12 Maths Exercise 6.3 New KPK Book | Class 12 Maths Ex 6.3 KPK Book | FBISE Integration скачать в хорошем качестве

Class 12 Maths Exercise 6.3 New KPK Book | Class 12 Maths Ex 6.3 KPK Book | FBISE Integration

Class 12 Maths Exercise 6.3 New KPK Book | Class 12 Maths Ex 6.3 KPK Book | FBISE Integration Calculus (Differentiation) Summarized One Shot Video    • Class 12 Maths Differentiation (Calculus) ...   Calculus (Integration) Summarized One Shot Video    • Class 12 Maths Integration One Shot Video ...   Study Plan for Maths KPK Book Class 12    • How To Get 100 Marks in Maths Class 12 FBI...   Trigonometric Formulas (page for download) https://mega.nz/file/TQRXzbCY#a-E50tM... Derivatives of Log and Exponents Formulas (page for download) https://mega.nz/file/6ARgWZiD#Hdba-KE... All Calculus of Book Formulas (2 Pages For download) https://mega.nz/file/yE5XCJTK#Oz2V8z8... 00:00:00 Introduction 00:15:50 Q1(a-c) 00:26:46 Q1(d-f) 00:47:12 Q1(g-j) 01:12:53 Q2 01:23:48 Q3 01:29:41 Q4 1. Evaluate indefinite integrals after decomposing the rational fractions into partial fractions a. Integrate 1/x(x-3) dx b. Integrate 3x2+2x-1/x(x-1) dx c. Integrate 4x3+4x2+x-1/x2(x+1)2 dx d. Integrate 1/x3-1 dx e. Integrate x4-x2+2/x2(x-1) dx f. Integrate 1/x2-1 dx g. Integrate –x-3/2x2-x-1 dx h. Integrate x2-1/x2-2x-15 dx i. Integrate x/(x+1)(x2+1) dx j. Integrate x2+2/(x2+1)2 dx 2. The rate at which the body eliminates a drug (in ml per hour) is given by dR(t)/dt = 60t/((t+1)^2(t+2) where t is the number of hours since the drug was administered. If R(0)=0 is the current drug elimination, how much of the drug is eliminated during the first hour after it was administered? The fourth hour after it was administered? 3. T The rate of change of the voting population of a city with respect to time t (in years) is estimated to be dN/dt = 100t/(1+t^2)^2 dt where t is the number of hours since the drug was administered. If R(0)=0 is the current drug elimination, how much of the drug is eliminated during the first hour after it was administered? The fourth hour after it was administered? 4. An oil tanker aground on a reef is losing oil and producing an oil slick that is radiating outward at a rate approximated by dr/dt = 100t/sqrt(t^2+9) where r is the radius radius in feet of the circular slick after t minutes. Find the radius of the slick after 4 minutes if the radius r=0 when t=0. Exercise 6.3 maths class 12 kpk board book Integtration Federal Board Ex 6.3 maths class 12 kpk board book Integration Federal Board Ex 6.3 class 12 maths calculus Class 12 maths ch 6 ex 6.3 Integration Exercise 6.3 class 12 maths Integration Chapter 6 maths class 12 exercise 6.3 Chapter 6 Integration FSC Part 2 Maths Chapter 6 Second year math 2nd Year Maths New Math course @studywithmeinpakistan Integration calculus, Integration 12 class, Integration 12, Integration 12th, Integration 6.3, Find integral of a function, #StudywithMe #StudywithMeinPakistan #Class12Maths #Excercise6.3 #Integration #Findintegral #Anti-derivative #integrationbyparts #usubstitution #Class12MathKPK #Class12MathsKPK #MathsClass12 #Calculus #KPKBoard #Exercise6 @studywithmeinpakistan Class 12 ex 6.3 solution Class 12 ex 6.3 solution Maths KPK Book Class 12 exercise 6.3 Class 12 exercise 6.3 Maths KPK Book Exercise 6.3 Class 12 Maths Exercise 6.3 Class 12 Maths KPK Book Ex 6.3 Class 12 Maths KPK Book Ex 6.3 class 12 Practice with Integration Practicing anti derivatives Exploring Integration: Exercise 6.3 Integration Exercise for Class 12 Working with Integrals: Exercise 6.3 Integration Practice Problems Integration: Exercise 6.3 Problem Solving with Integration Easiest explaination of Calculus, Integration Exercise 6.3 Class 12 Maths How to understand graphs of integration Note: This Channel is for Education Purpose Only.