Place Value of Decimals

Let's learn about Place Value of Decimals today.

Below are the place value of decimal point:

• Ones
• Tens
• Hundreds
• Thousands
• Ten thousands and so on.

Step forward to math

Friends the above picture is asking you to practice math. needs lots of practice guys…you can look at the solve math equations for me in my previous post.
Today lets work on area of the quadrilateral.

Do you know English Synonyms? Well lets solve first place practical…

Calculate area of square whose side length is 16cm?

Solution:

Area of square is a2

=16x 16

=256cm2

Step forward to math

Introduction to laws of probability:
Probability is expressing knowledge that an event will occur or has occurred. Probability is different and it has been defined in different manners. The possibility of happening is called probability.
Probability of an event:
If a sample space consists of n outcomes, m of which are favorable to an event E, then the probability of an event E, denoted by P (E), is defined as the ratio of m to n.
Do you know what is round to the nearest hundredth
P(E)= Number of favorable outcomes for E / Total number of outcomes = m/n

Incerdible Online Math

Introduction to define weighted mean:
Let us see about define weighted mean. Weighted mean formula is not anything but its equal as that of arithmetic mean, where as each of the data is indicates uniformly with the weighed value.
If every weighted value is matching, then the weighed mean is comparable to the arithmetic mean. Weighted mean fundamentally executes the parallel fashion to the arithmetic mean.
The phrase weighted mean can also be represented as weighted mean or weighted harmonic average. Do you know what is f test calculator

Significance of Math

Read it carefully - It is all about reading the problem slowly and carefully in order to understand what is it that you need to solve. At times you forget on important information when you give it a quick reading and answers to math problems free.

Break it into parts - Before solving a problem it is important to break it down into parts. Clearly define what you have to work on, what all information has been given in the problem and what you already know. Once you have that made a note it is easy.

Change it to an equation - It is important to convert what you read in words into an equation you can solve. So basically you need to know the formula for mean

Cross check - After you arrive at answer to your Math problem you should always go back and recheck. 

Vast math knowledge

Introduction to prime factorization calculator

A prime number are natural number that can be only divided by 2 numbers: 1 & itself. For example 1, 3, 5, 11, 13, 17 etc. Numbers which are divisible by other numbers are no prime numbers such as 4 (4=2*2), 6 (6=2*3), & 4 (8=2*4).

A Prime number by which a given number is divisible is a prime factor . For example the prime factors of 6 are 2 & 3. Prime factorization is the way of finding a list of prime factors for a number.Each factor can be written in exponent form

Example:

Prime factorization of a few numbers is shown below:
24 =2 x 2 x 2 x 3= 23 x 3
72= 2 x 2 x 2 x 3 x 3 = 23 x 32
98=2 x 7 x 7= 2 x 72

It is which takes a number as an input & gives the list of prime factorization as its output,you may also look at polynomial calculator.

There's various methods of finding prime factorization by hand. The most often used are;Short Division Process & Factoral trees process.Learninig math is Exploring

Fun learning mathematics

Graph linear equation in two variables is as similar as graphing any linear equation so before learning about linear equations in two variables, the basic knowledge includes about constructing linear equations graph and what is rectangular axes etc.

Quadrants of Rectangular axes
The rectangular axes the plane is divided into four regions called quadrant.
By convention the quadrants are named as I, II, III, IV in the
anticlockwise direction.

• Any point in the quadrant I will have both the co-ordinates positive.

• In the II quadrant, x-co-ordinates is negative while y-co-ordinate positive, and to know what is linear equation graph.

• In the III quadrant, x-co-ordinate even y-co-ordinate both are negative.

• In the IV quadrant, x-co-ordinate is positive while the y-co-ordinate is negative and Fun learning mathematics.

Step forward to math

Algebraic expressions worksheets:

The basic arithmetic methods such as subtracting, adding, multiplying and dividing is called algebra. Algebraic expression are useful in variables, constant, coefficients and exponents, conditions and expressions. The basic idea of the algebra is balancing the algebraic equations on equal sides. The algebraic equation is useful in commutative, associative, identities and inverse.
Variable:
The algebraic variable is alphabetic characters. The variables are a, b and c.
Let us see some worksheets on algebra problems.

Do you need help with online Probability calculator

Worksheet for set of questions for students:
A worksheet is a paper sheet, or an data in computer, on which problems are worked out or solved and answers recorded.
Worksheet is recording work:
A worksheet of document useful in storing a proof of work done or scheduled
Worksheet for draft Methods to get math help:
A worksheet of paper used for making a Scratch plan or preliminary notes.

Step forward to math

Definition:
The probability examples of an event is the measure of how many times event will occur as a result of an experiment. Let us consider the probability of an event A (i.e P(A)) can be defined as the number of ways event A can occur divided by the total number of possible outcomes. The probability of an event A, symbolized by P(A) is given as,

P(A) =	The Number Of Ways EventACanOccur
	The total number Of Possible Outcomes

This is the formula for finding the probability of an event.
Whereas,
The Probability is the measure of how likely an event occurs, An event is one or more possible outcomes of an experiment, An outcome is the result of a single trial of an experiment, An experiment is a situation involving chance or probability that leads to results called outcomes.

Mutually Exclusive Events in Probability

A single event can have only one feasible outcome, once an outcome comes there will not be possible of getting other outcomes. This types of results from an event is known mutually exclusive events find probability problems and solutions.

Conditional Probability

Conditional probability is defined as the result of an event depends on the outcome of a preceding event; the Conditional probability of the outcome of a series of events is given as the product of the probabilities of the outcomes of the successive events.
P(A and B) = P(A) * P(B)
The probability of series of events P(A and B) is the product of probability of event A (ie:P(A)) and the probability of the event B (ie:P(B)).

Growing up with Mathematics

Introduction to volume of a square base:

Pyramid is a three dimensional object. It has five vertices and eight edges. A pyramid has different types of bases. They are rectangular based pyramid,square based pyramid etc. A square base pyramid has a base with square shape. In general volume of a pyramid is one third times area of the base times height.

Diagram and Formula – Volume of a Pyramid with a Square Base:

Find the volume of a pyramid with a square base for list of perfect squares

= 1/3 * a² * h.

Where the side length of a square based is ‘a’ ,pyramid and ‘h’ is the height of the pyramid.

Familiarization with math

Standard Parabola Equation

Find the standard equation:
We have S(a, 0); P(x,y); M(-a, y).
By the definition of conic, we have SP/PM = e
SP / PM =1.
Therefore, SP = PM.
Therefore, SP² = PM^2.
(x - a)² + (y - 0)² = (x + a)² + (y - y)²
x² - 2ax + a² + y² = x² + 2ax + a²
Simplifying, we will get y² = 4ax.
The standard equation the parabola is y² = 4ax.
If the origin is moved to the point V(h, k) and if the new axes X, Y are parallel to x, y axes then the equations for transformations of axes are
x = X + h
y= Y + k
or
X = x - h
Y = y - k

Suppose they think about a parabola with vertex V(h, k) & open to the right.transformations of functions

In terms of Y, X coordinates, the equation of the parabola is of the form
Y² = 4aX
" style="vertical-align: middle;" src="http://www.tutorvista.com/js/jsMath/wysiwyg_asciimath/mimetex/mimetex.cgi?%5Cdisplaystyle%5CRightarrow"> (y - k)² = 4a (x - h)

Learning Math with fun

Introduction to learn geometry fast and free:
This article is going to help us on learn geometry fast and free. we can learn geometry in the very fast manner and absolutely free at online. Geometry is about shapes and its angles, finding area's, volume's. .There two kinds of geometry, 1. Plane geometry ,2. Solid geometry. we can learn these two basic geometry for free as well as very fast manner if we go for online tutoring. let we see some problems for learn geometry fast and free.

Fast and free geometry - problem) find the unknown angle for the given diagram.

Solution:
Here we need to find the value of x
The sum of interior angle of a triangle is = 180^o
A + B+C = 180
Here A = 90^o and B = 40^o
Apply these values in the above formula ,we get
90+40 +C = 180
130 + C =180
Add -130 on both sides, 
130-130+C = 180-130
C = 180 - 130
C = 50
The angle of C value is 50^o.

Learn solving math Online

-->

Area and perimeter:

If two of triangles sides are equal and the third side is 5 more than the equal sides, what is the length of the third side? If the perimeter of the given triangle is 50 units.

a) 5 units

b) 10 units

c) 15 units

d) 20 units

Do you need geometry tutoring free

Answer: Let x = length of the equal side

P = sum of the three sides

Plug in the values from the question and from the sketch.

50 = x + x + x+ 5

50 = 3x + 5

3x = 50 – 5
3x = 45
x =15

5th Grade Math

Important Topics Covered in 5th Grade Math

• Place value and number sense
• Fractions and mixed numbers
• Geometry
• Add and subtract fractions
• Data, charts and graphs
• Patterns
• Word Problems

Need help with adjoint matrix

Note: Please maintain 5th Grade Math worksheets,a review page, and maintain a list of important topics covered under each of the main topics.

Understand fractions calculator

Introduction:

             Equivalent fractions calculator is a fraction which may look different but it values will be same when we reduce. To simplifying a fraction here both numerator and denominator must be divided by the same number. In a equivalent fractions calculator we have to canceling down or reducing the fraction. The results can be combined to form fundamental rule of fractions, which is stated as follows. In a equivalent fractions calculator Multiplying or dividing both terms of a fraction by the same number does not change the value of a fraction.

Properties on Equivalent Fractions Calculator:

This is one of the most important rules used which dealing with a equivalent fractions.

• The numerator and the bottom of a fraction must always be the whole number.
• The number you choose to divide must be always divided evenly ( no remainders) for both  top and the  bottom numbers.
• You have to multiply or divide only, never add or subtract, to get an equivalent fraction.

Example:

              Equivalent fractions for  `1/2 ` are `2/4, 3/6, 4/8, 5/10, 6/12, ...`

            
             Equivalent Fractions  to `1/5` are` 2/10, 3/15, 4/20, 5/25, ...`


Hope you liked the above explanation. Please leave your comments, if you have any doubts.

Explain Mean Deviaition

Introduction to Mean Deviation:
          Today graphics, tables, reasoning, estimation and prediction are playing a very important role in stating the facts in terms of figures.
          Statistics deals mainly in communicating facts and figures in terms of a method called statistical method. Collection, classification, tabulation, representation, reasoning, testing and drawing inferences are part of statistical methods.
The word statistics is used with two meanings. 1. Systematically collected and presented numerical data. 2. Processing the numerical data and to draw conclusions from there.

     The mean deviation of a statistical data is defined as the arithmetic mean of the numerical values of the deviations of items from some average value.
     Mean deviation is also known as average deviation.
     The mean deviation is generally denoted by M.D.


Hope you liked the above explanation. Please leave your comments, if you have any doubts.

Study on Elementary Geometry

Introduction:

             Geometry is an interesting area of Math that requires a proper understanding of the basics. The fundamentals of Triangles, rectangles and rectilinear figures need to be properly taught in order to understand higher concepts. Basic Geometry is mainly taught at primary and secondary level and it covers some basic concepts of geometry.

Point:

      It is an exact location. It is a fine dot which has neither length nor breadth nor thickness but has position i.e., it has no magnitude. It is denoted by capital letters A, B, C, O etc.

Line segment:

      The straight line path joining two points A and B is called a line segment

Ray:

      A line segment which can be extended in only one direction is called a

Line:

      When a line segment is extended indefinitely in both directions it forms

Different types of Variations

Types of Variation:

• Direct variation

• Inverse variation

• Combined variation

• Joint variation

 Direct variation:
            Variation with the special function which is defined by using the equation q = kp where k indicates the constant. The above given equation is defined as q varies directly as p or q is proportional to p. Constant k is known as the variation constant or proportionality constant.
Inverse variation:
            Consider any two variables, p & q differ in inverse, then q = k•(1/p) or  p•q = k then k is the constant of proportionality. If there is inverse variation between the variables p and q, then p doubles the value and it results the q to be cut in half. Whenever p is cut in half, then the value of q is doubled.
Combined variation:
            Variation that contains more than two type in variation which occurs in the same time is called as Combined Variation.
Joint variation:
            In a joint variation, there is a variation of quantity which appears in joint and it has equal time in their product. For example, variables are  a, b, and c where k is a constant, a varies jointly as b and c, if a - kbc. Here this joint variation is similar to direct where it contains the exception of having two variable factors, with constant in one number. Variation with variables that differ directly in the product of more than two variables. Equation of joint variation is expressed in terms of Z=kXY where k is used for denoting constant. The equation can be examined by variation of Z in joint with X and Y.


Hope you liked the above explanation. Please leave your comments, if you have any doubts.

Explain Right Triangle Protractor

Introduction:
         A right triangle, (also called a right-angled triangle), has one angle that is 90 degrees. The other two angles always add up to 90 degrees but can be different sizes. The side opposite to the right angle is the hypotenuse; it is the longest side in the right triangle
Define protractor:
       In geometry, a protractor is a circular or semicircular tool for measuring an angle or a circle. The units of measurement utilized are usually degrees.
                                           

More about Right Triangles: 

The Pythagorean Theorem for right triangles:

             This is due to finding right triangle in large quantity in the physical structures of the world around us and the importance of finding perpendicular distance. The very important tools in right angle triangle problem are the Pythagorean Theorem. Proofs that are more different have been written for the Pythagorean Theorem than for any other theorem in geometry. Pythagoras is given credit for developing the subsequent proof based on similar triangles.

Hope you liked the above explanation. Please leave your comments, if you have any doubts.

Dimensions and types

Introduction:
     The dimension of a space or object is defined as the minimum number of coordinates needed to specify each point within required object.

• Thus a line has a one dimension because only one coordinate is needed to specify a point on their object.
• A surface such as a plane, the surface of a cylinder, sphere has a dimension of two because two coordinates are needed to specify a point on it (for example, to locate a point on the surface of a sphere you need both its latitude and its longitude.
• Inside the cube, a cylinder or a sphere is three-dimensional because three co-ordinates are needed to locate a point within these spaces.                                                                                                                                                                                                                  

      The theory of dimension is not answerable to physical objects. High-dimensional spaces will   happen in mathematics and the sciences for lots of reason, frequently as arrangement spaces such as in Lagrangian or Hamiltonian mechanics; these are theoretical spaces, independent of the physical space we live in.  So we need 4-dimensional universal relativity for High –dimension.

Types of Dimensions:

There are 3 types of dimensions,

•  One dimension (1D)-It enclose only lengths of object.

• Two dimension(2D)-It enclose length and breadth.

• Three dimension(3D)-It encloselength, height and depth.