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Spiky Maths | Simplifying the approach to mathematics

Simplifying the approach to mathematics (by Amit D'Mani)

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Spiky Maths | Simplifying the approach to mathematics | spikymaths.wordpress.com Reviews
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Simplifying the approach to mathematics (by Amit D'Mani)
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1 introduction
2 sets
3 relations and functions
4 spiky maths
5 hey there
6 cbse
7 relations & functions
8 filed under cbse
9 relation
10 remarks
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introduction,sets,relations and functions,spiky maths,hey there,cbse,relations & functions,filed under cbse,relation,remarks,arte,sian product,teachers,subjects,expertise,is a relation,domain of r,range of r,is defined as,codomain of r,is b,range,codomain
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Spiky Maths | Simplifying the approach to mathematics | spikymaths.wordpress.com Reviews

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Simplifying the approach to mathematics (by Amit D'Mani)

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1

Sets | Spiky Maths

https://spikymaths.wordpress.com/sets

Simplifying the approach to mathematics. Thanks for dropping by Spiky Maths! Take a look around and grab the RSS feed. To stay updated. See you around! A well defined collection of *.* (anything you can think of). Here it’s important to understand the very important (but not always obvious) differentiation of the ‘ objective’. Bottomline is, SET must be defined by an objective statement (you’ve to wait a few chapters to get to the mathematics of subjective statements). No order of the elements. The enclo...

2

Cartesian Product | Spiky Maths

https://spikymaths.wordpress.com/2010/06/21/cartesian-product

Simplifying the approach to mathematics. Thanks for dropping by Spiky Maths! Take a look around and grab the RSS feed. To stay updated. See you around! Mdash; 2 Comments. June 21, 2010. You have seen what a set is and how we can visualize the real world in terms of sets. Now, in this chapter we combine multiple sets to derive how elements of different sets can be combined to make a new set. This idea is especially useful when multiple sets are related to one another through a defined property. P,q) is ca...

3

Introduction | Spiky Maths

https://spikymaths.wordpress.com/introduction-2

Simplifying the approach to mathematics. Thanks for dropping by Spiky Maths! Take a look around and grab the RSS feed. To stay updated. See you around! This site is a result of my observation that mathematics can be as enjoyable and interesting to some as it can be incomprehensible and tiring for others. Note: I haven’t delved much deep into the concepts, the reader is assumed to have learnt the basic concepts from his/her classes or books. I present here only the overview of concepts for a qui...You are...

4

Relations and Functions | Spiky Maths

https://spikymaths.wordpress.com/relations-and functions

Simplifying the approach to mathematics. Thanks for dropping by Spiky Maths! Take a look around and grab the RSS feed. To stay updated. See you around! Leave a Reply Cancel reply. Enter your comment here. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. Notify me of new comments via email.

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Relations & Functions | Spiky Maths

https://spikymaths.wordpress.com/2010/06/24/relations-functions

Simplifying the approach to mathematics. Thanks for dropping by Spiky Maths! Take a look around and grab the RSS feed. To stay updated. See you around! Mdash; Leave a comment. June 24, 2010. Given two sets A and B, Relation. Defined on A and B has the following aspects:. Is represented as R(A,B); where A Φ and B Φ. Is a subset of Cartesian Product (A B) defined in the post on Cartesian Product. Is a set of elements from A B of the form (a,b), where a A, b B. A&b have a defined relationship. To understand...

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Spiky Maths | Simplifying the approach to mathematics

Simplifying the approach to mathematics. Thanks for dropping by Spiky Maths! Take a look around and grab the RSS feed. To stay updated. See you around! Latest Entries ». Mdash; Leave a comment. June 24, 2010. Given two sets A and B, Relation. Defined on A and B has the following aspects:. Is represented as R(A,B); where A Φ and B Φ. Is a subset of Cartesian Product (A B) defined in the post on Cartesian Product. Is a set of elements from A B of the form (a,b), where a A, b B. Here the Set Expertise.

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