Wednesday 30 May 2012

Subtracting Mixed Numbers

In Previous section we have discussed about lowest common denominator
and In today's session we are going to discuss about Subtracting Mixed Numbers, All the mathematical operators can be performed on the mixed fraction numbers by converting them in the form of improper fraction numbers.  In order to learn Subtracting Mixed Numbers, we will learn about the conversion of the mixed fraction into improper fraction.  We need to check that the fractions are like fractions or not. Now in case the two improper fractions are like fractions, then we say that the difference between the numerators will be take and the same denominator will be placed as the denominator of the answer. Now in case the two improper fractions are unlike, whose difference is to be calculated, then we say that we will first convert the two improper fraction numbers into the like fractions. For this we will find the LCM of the two denominators and we will make the denominator of the two fraction numbers equal to the LCM of the two numbers.
Thus in this way we will get the denominator of the two fractions same and thus we can now find the difference of the two fraction numbers. Finally when we get the fraction between the two fraction numbers, we will check that the fraction so received will be a proper fraction or improper fraction. If in case we find it as a proper fraction, then we will convert it to its standard form. In case we get the result in form of the improper fraction, we will convert it in the form of the mixed fraction. SO  we will first recognize the  question and then we proceed for  the solution of the  difference of the  two  mixed fraction numbers. Algebra worksheets will help you to get confidence before entering into examination hall. To know about the Syllabus For Class 8th Cbse, we visit online portal and get  the  support  to know the syllabus of  all the subjects.

lowest common denominator

Ever heard of the word denominator? Let us recall that denominator is associated with fractions. A fraction, as we have already learnt has two parts, a numerator & a denominator. A fraction is expressed as Numerator / Denominator.
Also, we will refer to another term LCM here, which is the least common multiple. LCM can be found when we have at least two numbers whose multiples are listed.
Then, what is lowest common denominator? To understand the concept of lowest common denominator, let us recall that fractions may be like or unlike fractions. The fractions are like when they have the same denominator & on the other hand, they are unlike if they have different denominators.
Also, to use the mathematical operations of addition & subtraction on fractions, we need to have like fractions. What when the fractions to be added or subtracted are unlike? In such situations, we first find the LCM of the denominators of the unlike fractions. Such LCM of the denominators is called lowest common denominator.
The lowest common denominator infractions is useful in making the fractions like , by converting the given unlike fractions to fractions with same denominator , which is done by changing the unlike fractions to equivalent fractions , all with lowest common denominator as the denominator .
For example: To add the fractions 2/7 , 3/5 , 5/10 ; we first need to make their denominators same . This can be done by finding the LCM of the denominators of all these fractions, viz., 7, 5 ,10 which comes to 70 . Thus, 70 is the lowest common denominator of the given fractions & the equivalent fractions will be given by:
                                                   2/7= (2*10)/(7*10) = 20/70
                                                   3/5= (3*14)/(5*14) = 42/70
                                                   5/10= (5*7)/(10*7) = 35/70
So, now we have the fractions with same lowest common denominator.
Go online for more help on 4th grade math & also for cbse class 8 syllabus and In the next session we will discuss about Subtracting Mixed Numbers.

Wednesday 23 May 2012

math help online

Math tutor online is always available to solve the problems related to math. We learn the about integers by math help online.  Integers are the numbers which contains positive, negative numbers and a number zero.  Integer numbers are countless and if we draw the integers on the number line, we observe that the integers extend in both the directions representing all positive and negative integers such that the number zero lies in the middle of positive and the negative numbers. All the positive numbers lies on the right of zero and the negative numbers of the number line lies on the left of the zero.  Thus we also conclude that every integer number has a successor and the predecessor. To get the successor of any of the integer number, we will add 1 to the given number, whose successor we need to find. In the same way we are able to find the predecessor of any number by simply subtracting 1 from the given number. If we need to add any number to the given integer, then we move to the right side of the number line by the number of steps mentioned. Suppose if we have the question:
Add 3 to -7, it means we move  towards  right starting from -7, for 3 steps and thus we get :  -6, -5, -4 and thus -4 is the solution to the given problem.
In the same way if we need to subtract any number from the given number, we will move towards the left on the number line by the given number of steps. Eg :
 Subtract 2 from -5, so we move 2 steps to left starting from -5 and the result we get is -7.

 We can visit online to any of the Math Help Online service provider to learn about   Average Value of a Function. We can see the Board of Intermediate Education Andhra Pradesh Syllabus to gain more knowledge about what to study and what will going to come in examinations.
In upcoming posts we will discuss about online math tutor help and Fractions in Grade V.

Tuesday 22 May 2012

online math tutor help

Let us recall that algebra is the branch of mathematics which deals we come across two quantities, viz. , constants & variables .  Whereas a constant is a fixed value; a variable take different numerical values. These constants & variables are related to each other with the help of different mathematical operations of add, subtract, multiply & divide.  Such a relation of constants & variables is called an algebraic expression. The constants & variables ,  when combined with the operation of multiplication or division form the terms of the algebraic expression & such terms are , in turn , separated from each other by addition (+) or subtraction (-) . Example : 2x-3y+xy -8 is an algebraic expression whose terms are 2x , -3y , xy and -8 .
Depending on the number of such terms in an expression, the algebraic expression may be categorized into the following groups:
Monomials: “Mono” means one. So an expression with just one term is called a monomial . e.g. , 3y , 2xy , 7 , 5z are monomials .
Binomials: “Bi” means two. So an expression with two terms is called a binomial . e.g. , 3y - 2xy , 7 + 5xz are binomials .
Trinomials: “Tri” means three. So an expression with three terms is called a trinomial . e.g. ,12x+ 3y -6 , 2xy + 7 - 25z are trinomials .
Polynomials: “Poly” means more than one . So an expression with more than one term or in other words, with two or more terms is called a polynomial . Binomials & trinomials are a part of polynomials.

We could also take online math tutor help and find Tamilnadu Board Psychology Syllabus at various online portals. In upcoming posts we will discuss about math help online and Operations on Fractions in Grade V.