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Statistics, Trigonometry and many more!!!!...Know More About :- Area And Perimeter Word Problems Tutorcircle.comPageNo.:1/4
Math is one of those subjects where there's no room for error. You either get it
right or you don't.
If you've mastered the numerical logic required to solve a math problem it's just a
matter of going through the steps.
If you haven't quite got to grips with the processes you need to follow to solve a
math problem, or if you make a simple slip, then your answer will be wrong. In a
test you may get some marks if you've correctly proceeded part of the way.
But every math student wants to get the answer right. Sometimes you may need a
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Tutorcircle is a math help web site that provide solutions to specific math
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tutoring service.Example :
Prove that the sum of a rational number and an irrational number is an
irrational number.Learn More :- Pre Algebra Practice Tutorcircle.comPageNo.:2/4
Let `x' be a rational number and `y' be an irrational number. Then, we
have to prove that (x + y) is an irrational number. If possible, let (x + y) be a
Since the difference of two rational numbers is a rational number.
-> (x + y) is a rational number and `x' is rational number.
-> (x + y) - x is a rational number.
-> `y' is a rational number.
This contradicts the fact that `y' is an irrational
Hence, (x + y) is an irrational number. TutTu ot rcr ic rcr lc el .e c. oc mPaP geg e NoN ..::2/3 3/4