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Ch.8 Integration

Titin Setyowati

Created on January 25, 2024

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Transcript

Pure Math 1

Syllabus 9709

Start

Ch. 8 Integration

Integration as the reverse of differentiation

Candidates Should be able to :

3rd Week

1st Week

2nd Week

Before you start, you should know how to:

Start

Skills Chek :

Find the value of c in case where the equation of the curve and point on the curve, hence find the x-coordinate where curve crosess the y-axis!

To find the constant subtitute ecah coorcinate to this equation of the curve

Where the curve crosses the x-axis the y value is always to be 0

reflect

Integration as the reverse process of differentiation

We can find the constant of integration when we know the equation of the curve and the coordinate of a given point on the curve

FINDING THE AREA USING DEFINITE INTEGRATION

we can find a numerical value for an integral if we are given the upper and lower limit

We can find an estimates of this area by dividing the required area into thin strips of equal width. The thinner strips of equal width. th ethinner the strips the better approximate to the actual area A.

tips

Advice

Chek your skill below!

ENJOY THE EXERCISE !

Solutions:

To find the value of c
To find the x-coordinate

Solve problems involving the evaluation of a constant of integration

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Use definite integration to find the area and a volume of revolution

Understand integration as the reverse process of differentiation

GIVE THE EXAMPLE YA

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Lorem ipsum dolor sit

  • Lorem ipsum dolor sit amet.
  • Consectetur adipiscing elit.
  • Sed do eiusmod tempor incididunt ut.
  • Labore et dolore magna aliqua.