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2024-08-01 09:00:54
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Exercise 3.2 Question No Ex 3.2 Q No Ex 3.2 Q Num Exercise 3.2 Q No Ex 3.2 All Questions Differentiation Derivative of a function Graphs Understanding Graphs Definition of the rate of change Definition of rate of change Find derivative of a function Find tangent line on the curve View the slope of tangent line on the curve Linear Function Graph Quadratic Function Graph Cubic Function Graph Sum Rule Product Rule Quotient Rule Word Problems Graph of Function
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Class 12 Maths Exercise 3.2 New KPK Book | Class 12 Maths Ex 3.2 KPK Book | FBISE Differentiation
https://youtu.be/r665nuJbB2I
Calculus Summarized One Shot Video of 40 Minutes
(This video is crux of Differentiation and Integration. Must go through this video by pausing and thinking , if you are a slow learner. Must see this video twice atleast, on consecutive week ends.)
Differentiation https://youtu.be/r665nuJbB2I?si=aEZ0xqqqVbThgMYP
Logarithms https://youtu.be/SZxARGQvAdM?si=YLJiLJYO1umZcyem
Integration https://youtu.be/2BMaVP7X-78?si=0HSbPS1t3Pzy-IQT
Formulas Sheet (use laptop) https://youtu.be/pPjMzG1xygM?si=nFJHWQcJWEcQK8V4
00:00:00 Intro
00:01:53 Q1
00:19:06 Q2
00:36:15 Q3
00:48:17 Q4
01:02:25 Q5
1. Differentiate f(x)+g(x) and f(x)-g(x)
a. f(x) = 3x + 7 and g(x)=6x2 + 2x -3
b. f(x) = 17x2 - 15 and g(x)= x2/3 + x/2 -5
c. f(x) = x3 - 3/2 and g(x)= 3x3 -4x2+2
d. f(x) = 4x3 - 5x and g(x)= 3x2/2 - 2x
2. Use the product rule to find out the derivative of the following functions:
a. y = (x2-2)(3x + 1)
b. y = (7x4 +2x)(x2 - 4)
c. y = (2x-3)(x – 1)
d. y=(-3x + 6)(4x -2)
3. Use the quotient rule to find out the derivative of the following functions:
a. y = 3x - 5 / x - 4
b. y = -x2 +6x / 4x3 + 1
c. y = 5x+6 / x
d. f(p)=(2p+3)(4p-1)/(3p+2)
4. Find an equation of a tangent line to the graph of a function at the particular point in the following functions:
a. f(x) = 3x - 7 at (3,2)
b. f(x) = x3 at x=-1/2
c. f(x) = 1/(x+3) at x=2
d. f(x)= x/(x-2) at (3,3)
5. For a thin lens of constant focal length P, the object distance x and the image distance y are related by the formula : 1/x + 1/y = 1/p
a. Solve the above equation for y in terms of x and P
b. Determine the rate of change of y with respect to x
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