Are you looking for the 12th Class Math notes of the Federal Board? You have come to the right place. In case you want your notes for mathematics as close to your access as your mobile phone or laptop, you have entered a right home rather than messing up with a lot more, goofy sort of stuff on some Mimicker websites.

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12th class maths notes are very helpful as a guide for FSC Part II students. Because it has no doubt that the procedures to adopt are very confusing and long and the book is full of lengthy and yet trouble causing questions.

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You can download as well as you can view the notes without downloading in case you have a jeopardized internet connection. Many students struggle with math. It can be very abstract and confusing and often seems disconnected from the real world.

However, math is a handy and important subject that can be used in our daily lives. Math can also be fun. This essay will explain how you can use math in your everyday life. Mathematics is the study of patterns.

The subject began with counting, first by ones and then by tens, hundreds, and so on. It continued with more complicated ways, such as adding and multiplying numbers, and finding their greatest common divisor. Then came negative numbers, fractions, complex numbers, and irrational numbers.

Since mathematicians have not yet run out of patterns to investigate, it is unlikely that you will either. But if, for some reason you did find yourself running short of new mathematical things to play with, here are a few suggestions for where to look next: Calculus: Calculus was developed by Newton and Leibnitz in the late 1600s.

The main ideas of calculus are differentiation (finding rates of change) and integration (finding areas under curves). Probability: Probability was developed in the late 1500s by Cardano and Pascal.

Probability theory studies how likely it is that an event will occur. It is used in statistics, science, gambling, artificial intelligence, cryptography, engineering, and many other fields.

Algebra: Algebra was developed by Diophantus in the 3rd century AD. It is concerned with symbols rather than numbers or shapes.

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Exercise 1.1- Functions and Unit

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Exercise 1.2

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Exercise 1.3

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Exercise 1.4

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Exercise 1.5

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Exercise 2.1

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Exercise 2.2

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Exercise 2.3

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Exercise 2.4

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Exercise 2.5

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Exercise 2.6

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Exercise 2.7

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Exercise 2.8

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Exercise 2.9

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Exercise 2.10

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Exercise 3.1

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Exercise 3.2

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Exercise 3.3

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Exercise 3.4

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Exercise 3.6
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Exercise 3.7
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Exercise 3.8
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Exercise 4.1
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Exercise 4.2
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Exercise 4.3

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Exercise 4.4
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Exercise 4.5

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Exercise 5.1
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Exercise 5.2
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Exercise 5.3
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Exercise 6.1
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Exercise 6.2
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Exercise 6.3

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Exercise 6.5

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Exercise 6.6
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Exercise 6.7
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Exercise 6.8
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Exercise 6.9

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Exercise 7.2
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Exercise 7.3
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Exercise 7.4

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Exercise 7.5
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