**How to Approach Maths Again: Forming a Strong
Bond :**

Maths in Adult Age : It’s Never Too Late to Catch It Up

You Will Learn About Solutions in Improving Your Maths When You’re Not a Student Anymore.

How to Approach Maths Again : Forming a Strong Bond

Perhaps you happened to overhear
some bad jokes about being a humanities student or a writer (right, what on
earth can such a person be competitive at?), or maybe you even became the poor victim
of such talks yourself. You felt resentful deep inside, but you persisted and entered
liberal arts department at a university the status of which is well beyond
bantering at. Years have passed, you’ve built a pretty solid career, but languages
are virtually still your only occupation. You can always apply to writing
companies and produce a good **cheap essay** in no
time, but then, at a certain point in time you begin to notice that you lack
something you were discarding so passionately some time ago.

No, that’s not a strange desire to recollect cosine or cotangent values, that’s simply a sign that your humanitarian brain may be missing something. Something, that can be summed up the following way: abstraction and order. That’s not to say that literature or language scholars traditionally miss it, but maybe you yearn for something like fail-safe operations of implementation and search for uniquely right solutions. And deservedly so. As erudite and flexible as your mind turned out to develop during those years, some strenuous motivation thrusts itself upon you now. Suddenly, accidental images start to come on, and you recollect some quote by Lomonosov or some other guy hanging on the wall of your classroom telling you something about the merits of mathematics in putting your mind in order…

Start with several applications you can get from Google Play or App store. Funny geometry or other things will do you good and maybe you’ll recollect something from your school courses even without the need to work hard off the reel. It’ll serve you as a further trigger in your itch for numbers, functions and other abstractions.

That may be the next step in your amateur journey into the world of maths. There’s always someone needing your help, as maths at school has often either diehard fans or hard-nosed haters. Don’t be squeamish about such a nice opportunity, as teaching others always makes your skills shine anew.

Deepen your knowledge in an engaging manner as nowadays you can find tons of videos and free courses on the net. Apart from helping your relatives, begin searching for new ways of putting your knowledge, even if still not systematic, into action. Even if it’s sometimes just background listening, it will nevertheless accentuate your feeling of belonging to new ways of thinking. And that’s what you’re searching for, right ?

After diving into free lectures about computer science get some valuable practice in IT. Of course, it’s not about your future career in IT (who knows, though?), but thinking in algorithms will definitely bring this famous “putting your mind into order” (or however we call it) one step closer.

In reality, we often deal with weird people with weird needs, and that’s completely ok. So, what especially mind-boggling about some adult’s sudden afflux of interest in maths?

Finally, it’s not crucial what maths will become exactly in your life. Like from about everything you may deal with during your life, it’s of great importance to extract the inherent logics it’s built upon, and turn it to your benefit. Thus, you hack things or doctrines from inside, changing the way you’re accustomed to think about nearly everything in the world. Don’t you think that maths is nearly exemplary in this regard ?

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**WORD PROBLEMS**

**HCF and LCM word problems**

**Word problems on simple equations **

**Word problems on linear equations **

**Word problems on quadratic equations**

**Area and perimeter word problems**

**Word problems on direct variation and inverse variation **

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**Converting customary units word problems **

**Converting metric units word problems**

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**Word problems on compound interest**

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**Graphing rational functions with holes**

**Converting repeating decimals in to fractions**

**Decimal representation of rational numbers**

**Finding square root using long division**

**L.C.M method to solve time and work problems**

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**Sum of all three four digit numbers formed with non zero digits**