**WHY IS LOG(A X B) = LOG(A) + LOG(B)????**

Imagine an elastic. Imagine that you stretch the elastic 4 times first and from there 3 times more.

Elastic stretched 4 times.(initially) |

Elastic Stretched 3 times more from from that point so total (4 x 3 = 12 times). |

**HERES THE EQUATION NOW**

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__ABOUT__#### I hardly understood Math in school. In fact was on the verge of dropping the subject I loved the most because as much as I loved the theory of it, I could not understand the math involved in it. However I loved the subject too much to be able to live without. Hopelessly, I was continuing my love-affair with it.

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Then one day....a miracle happened,....while applying a certain formula again and again.....I came to know its significance. Slowly and steadily....other equations also started clicking. I got to see a strong relationship between Maths and the Physics it was pointing towards.

#### They both were the same. Maths was just an easy language to express a physical phenomenon. And a bit more to that in the sense that it could even predict the behaviour of a certain physical phenomenon. Equations now as if came to life. Every equation now had as if something to say. A burning urge to share these things with the world aflamed within me. So that no one has to give up the subject that he or she loves the most.

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The book on visualizing maths thus got written as a sprout of inspiration. The blog followed. Both these are dedicated to you and all such similar minds searching for answers.Visualizing Math & Physics is a blog dedicated to you and all such similar minds searching for answers.

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**MORE IN DETAIL**

__||||__.Log of a quantity gives you the cause or the time-taken or the force required or energy required to reach that quantity.

||||.So whatever the quantity you take Log of is your destination and the answer you get is the time-taken or energy taken or force required to reach that quantity.

||||. Usually on the x-axis, time is plotted, so many of the times,.....log of a number gives you the time-taken to reach a certain level or a certain distance etc.

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