{"id":291,"date":"2016-04-16T18:59:01","date_gmt":"2016-04-16T13:29:01","guid":{"rendered":"http:\/\/www.chemtopper.com\/myblog\/?p=291"},"modified":"2016-04-24T22:00:58","modified_gmt":"2016-04-24T16:30:58","slug":"how-to-solve-logarithms","status":"publish","type":"post","link":"https:\/\/www.chemtopper.com\/myblog\/how-to-solve-logarithms\/","title":{"rendered":"How to Solve Logarithms"},"content":{"rendered":"

How to Solve Logarithms: a Study guide of its basics.<\/span><\/span><\/p>\n

This article will cover the misunderstood little devil of maths: logarithm. Considered to be tough by most beginners, This little critter is a legend, known for giving students brain cramps. headaches, bad grades and nightmares.Most students are brave and try to take these monsters by the horns.<\/span><\/span><\/p>\n

\"logarithm
In the times of old, the brave student stood undaunted in the face of the monstrosity that went by the name of Logarithm!<\/figcaption><\/figure>\n

Generally, in mathematics that is often a good idea, but, if you are new to logarithms, a layman’s approach is a much better option. Here we will learn how to solve logarithms in a simple and fun manner.<\/span><\/span><\/p>\n

Wikipedia defines logarithm as<\/span><\/span><\/p>\n

\u201cT<\/i>he\u00a0<\/i><\/span>logarithm\u00a0<\/b><\/i><\/span>is the inverse operation to exponentiation. That means the\u00a0<\/i><\/span>logarithm<\/b><\/i><\/span>\u00a0<\/i><\/span>of a number is the exponent to which another fixed value, the base, must be raised to produce that number.<\/i><\/span>\u201d<\/span><\/span><\/p>\n

Its a well written definition, it defines logarithms in the general manner, so that all bases are covered AND it successfully gives the new student a brain cramp.Hence, the misunderstood devil of maths.<\/span><\/span><\/p>\n

This is where this article comes in handy. This will help the student in tackling the basics of logarithms so that one day, the student can use it in the battle of maths.<\/span><\/span><\/p>\n

\"logarithm:
Logarithms: Forward ! my magnificent clucker!<\/figcaption><\/figure>\n

Logarithm : the power of powers<\/span><\/span><\/p>\n

consider a number called \u201cx\u201d having a power n such that:<\/span><\/span><\/p>\n

xn <\/sup>= P (basepower <\/sup>= answer)<\/span><\/span><\/p>\n

where P is the result of multiplying x to itself, n number of times.<\/span><\/span><\/p>\n

Now, the logarithm of the above will be:<\/span><\/span><\/p>\n

Logx<\/sub>P = n<\/span><\/span><\/p>\n

The number whose power was being calculated , will be the base of the logarithm, The value P forms the answer, and n is the power<\/span><\/span><\/p>\n

Logbase<\/sub>(answer) = Power<\/span><\/span><\/p>\n

There you go! So much for the little devil of maths! That above, is the complete mathematical definition of log, in simple english!<\/span><\/span><\/p>\n

Let’s understand this by a few examples!<\/span><\/span><\/p>\n

Consider:<\/span><\/span><\/p>\n

what is the value of Log3<\/sub>9<\/span><\/span><\/p>\n

Step one, check the base, and the answer.<\/span><\/span><\/p>\n

The base is 3, the answer is 9, so…whats the power????<\/span><\/span><\/p>\n

\"logarithm
Logarithm : a little calculation required<\/figcaption><\/figure>\n

Its 2 ! there’s your answer!<\/span><\/span><\/p>\n

Log3<\/sub>9 = 2<\/span><\/span><\/p>\n

Here are a few other examples that the reader can try :<\/span><\/span><\/p>\n

1.log64<\/sub>(4)<\/span><\/span><\/p>\n

2.log2<\/sub>32<\/span><\/span><\/p>\n

3.log9<\/sub>81<\/span><\/span><\/p>\n

4.log3<\/sub>81<\/span><\/span><\/p>\n

5.log5<\/sub>5<\/span><\/span><\/p>\n

6.log5<\/sub>1<\/span><\/span><\/p>\n

The first and last one are a little different. in the last part, notice there is \u201c1\u201d in the answer part?? Think of a power that results in the answer in being \u201c1\u201d. Similarly, in the first part, what power of 4 is 64? The answer will be the inverse of that (root).<\/span><\/span><\/p>\n

Section 2: Weapons of logarithm<\/span><\/span><\/p>\n

Logarithms , like other mathematical functions, have a set of properties, which allow us to twist and bend them according to our need. Here are the basic few of those properties.<\/span><\/span><\/p>\n

1. Loga<\/sub>(mn) = loga<\/sub>(m) + loga<\/sub>(n)<\/span><\/span><\/p>\n

If 2 answer values are in multiplication, and they share the same log base, then they can be written as a summation of 2 seperate log values.<\/span><\/span><\/p>\n

Example:<\/span><\/span><\/p>\n

Find the value of log5<\/sub>(3125) <\/span><\/span><\/p>\n

now we first break down the answer value<\/span><\/span><\/p>\n

3125 = 625*5 or 3125=25*125<\/span><\/span><\/p>\n

lets take the first one and put in the given question<\/span><\/span><\/p>\n

log5<\/sub>(625*5)<\/span><\/span><\/p>\n

using the 1st<\/sup> property, we get:<\/span><\/span><\/p>\n

log5<\/sub>(625) + log5<\/sub>(5)<\/span><\/span><\/p>\n

now we break down the powers using the 2nd<\/sup> property.<\/span><\/span><\/p>\n

2.Loga<\/sub>(m)n<\/sup> = nloga<\/sub>(m) (if answer value has a power, it can be rewritten as power*loga<\/sub>(answer))<\/span><\/span><\/p>\n

Applying in the question above, we get:<\/span><\/span><\/p>\n

625 = 54<\/sup>, 5 = 51<\/sup><\/span><\/span><\/p>\n

log5<\/sub>(5)4<\/sup> + log5<\/sub>(5)1<\/sup><\/span><\/span><\/p>\n

4log5<\/sub>(5) + 1log5<\/sub>(5)<\/span><\/span><\/p>\n

clearly, we get<\/span><\/span><\/p>\n

4+1 = 5<\/span><\/span><\/p>\n

So, the first to properties were easy enough to understand.<\/span><\/span><\/p>\n

The third one also deals with arithmetic functions within a log.<\/span><\/span><\/p>\n

3. Loga<\/sub>(m\/n) = Loga<\/sub>(m) \u2013 Loga<\/sub>(n)<\/span><\/span><\/p>\n

When a division occurs within a logarithm, the answer values can be rewritten as seperate log values in subtraction. The value in the denominator will always be the value too be subtracted from the numerator.<\/span><\/span><\/p>\n

Example: Find the value of Log3<\/sub>(81\/27)<\/span><\/span><\/p>\n

Applying 3rd<\/sup> property <\/span><\/span><\/p>\n

Log3<\/sub>(81) – Log3<\/sub>(27)<\/span><\/span><\/p>\n

= 4 \u2013 3 = 1 (since 81 is 34<\/sup> and 27 is 33<\/sup>)<\/span><\/span><\/p>\n

4. Loga<\/sub>(m)n<\/sup> = nloga<\/sub>(m) <\/span><\/span><\/p>\n

A very simple yet incredibly useful rule, can be used to calculate any logarithm as long as m = a. It can also be used to simplify given logarithmic expresseions.<\/span><\/span><\/p>\n

Example:<\/span><\/span><\/p>\n

Find Log3<\/sub>(81) \u2013 Log3<\/sub>(27) (taken from previous example)<\/span><\/span><\/p>\n

Apply 4th<\/sup> property.<\/span><\/span><\/p>\n

Log3<\/sub>(3)4<\/sup> \u2013 Log3<\/sub>(3)3<\/sup><\/span><\/span><\/p>\n

= 4Log3<\/sub>(3) \u2013 3Log3<\/sub>(3)<\/span><\/span><\/p>\n

= 4 \u2013 3 = 1<\/span><\/span><\/p>\n

The answer is the same as in property 3, however using the 4th<\/sup> property to find the answer is more formal, and is expected to be written as such if such a question is given in an exam.<\/span><\/span><\/p>\n

5. This property comes in handy, when we have to change the base value (a) of the log to the required value (b).<\/span><\/span><\/p>\n

Loga<\/sub>(m) = Logb<\/sub>(m)\/(Logb<\/sub>(a))<\/span><\/span><\/p>\n

Notice that, in the denominator, the old base has become the answer value. This allows us to simplify log calculations to a certain degree.This property should be used according to situation.<\/span><\/span><\/p>\n

Example:<\/span><\/span><\/p>\n

Find Log125<\/sub>(25)<\/span><\/span><\/p>\n

the base is 125, and the answer is 25. we will not be able to calculate the log by conventional means or deduction by power.<\/span><\/span><\/p>\n

Lets use the 5th<\/sup> property.<\/span><\/span><\/p>\n

We need a base that will satisfy as a base for the previous base (125) as well as the current answer (25). 5 is the only option.<\/span><\/span><\/p>\n

Log5<\/sub>(25)\/Log5<\/sub>(125)<\/span><\/span><\/p>\n

2\/3 = 0.666<\/span><\/span><\/p>\n

6. Loga<\/sub>(b) = 1\/Logb<\/sub>(a)<\/span><\/span><\/p>\n

Sometimes, the 5th<\/sup> property can prove to be too lengthy for a base conversion. Depending on the situation, it can be easier just to switch the base with the answer value.<\/span><\/span><\/p>\n

Example:<\/span><\/span><\/p>\n

Log625<\/sub>(5)<\/span><\/span><\/p>\n

using the 5th<\/sup> property here will be nothing short of stupidity. Lets quicken the pace here –<\/span><\/span><\/p>\n

using 6th<\/sup> property<\/span><\/span><\/p>\n

we get:<\/span><\/span><\/p>\n

Log625<\/sub>(5) = 1\/Log5<\/sub>(625)<\/span><\/span><\/p>\n

= 1\/4<\/span><\/span><\/p>\n

= 0.25<\/span><\/span><\/p>\n

Easy, right?<\/span><\/span><\/p>\n

We have covered the basic properties of logarithm, and will be attempting some questions in the next article to gain a deeper understanding of Logarithms.<\/span><\/span><\/p>\n

Who said you can’t tame the dragon??<\/span><\/span><\/p>\n

 <\/p>\n

 <\/p>\n

 <\/p>\n

 <\/p>\n","protected":false},"excerpt":{"rendered":"

How to Solve Logarithms: a Study guide of its basics. This article will cover the misunderstood little devil of maths: logarithm. Considered to be tough by most beginners, This little critter is a legend, known for giving students brain cramps. headaches, bad grades and nightmares.Most students are brave and try to take these monsters by …<\/p>\n

How to Solve Logarithms<\/span> Read More »<\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[6],"tags":[10,11,12,9,7],"class_list":["post-291","post","type-post","status-publish","format-standard","hentry","category-how-to-study-to-get-good-grades","tag-how-to-solve-logarithms","tag-how-to-study-logs","tag-logs-to-exponential","tag-study-logarithms","tag-ultimate-guide"],"yoast_head":"\nHow to Solve Logarithms - Learn Logarithms | Chemtopper,com<\/title>\n<meta name=\"description\" content=\"Step-by-step guide on How to Solve Logarithms. The ultimate guide to learn and solve logarithms. 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\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