ABOUT US

ABOUT US

    Everyone is afraid about mathematics. Math's is a subject that is generally disliked by all students. Most students find it boring to memories formulae in mathematics. understanding Maths problems is not easy for all students. So with all this in mind, I have come up with this blog. So that children can develop a love of mathematics. Fear of mathematics should go away.
   Blog should be well prepared in mathematics. Math's is a useful subject everywhere. Maths is a very useful subject in practice. So math's is a part of life. Maths is a useful subject in all competitions. Mathematics has been given proper weightage in all the competitive examination.
    From this blog, students have been provided different methods to solve mathematical examples. new formulae have been provided to solve the examples. These formulas will be useful to solve the examples in a simple way. From this blog, it has been decided that all students will have been a good attitude towards mathematics.
     Also from this blog all the things of Maths have been made easy for the students. So it's going to be easier for students to understand Maths. Because of this, all the aspect of Maths that came into practice are easily understood. Such as bank transaction, profit or loss incurred while purchasing any goods, etc.

The main objective with our blog :
  1. Providing knowledge in simple way.
  2. Presentation in simple straight forward language.
  3. To create a sense of belonging to the subject of mathematics.
  4. To give in depth knowledge of mathematics.
  5. Mathematics should be used extensively in business.
  6. Students should be introduced to mathematics.
  7. Mathematics should be used in the right place.
      The whole information declared here with own way, do not any copyright information from internet used in this blog. All information are write with experience and study.
         If any one need to discussion about that blog then contact with us with contact from and email subscription. Thanks...

Comments

Post a Comment

Popular posts from this blog

Series Order tricks, shortcuts and examples.

Image
Series Order tricks : A category of three, four or some numbers is given in the competitive examination. There is a mutual relationship among these numbers. The same relationship has to be understand and the same basis is to be increased further. Examples : 1) What will be the next number in the following series. 3, 10, 31, 94, ----- Ans. : Each terms is increasing by : ( n × 3 ) + 1. Therefore, ( 3 × 3 ) + 1 = 10 ( 10 × 3 ) + 1 = 31 ( 31 × 3 ) + 1 = 94 ( 94 × 3 ) + 1 = 283 Therefore, next number : 283. 2) Find the next order in the category. 1, 4, 9, 16, ---- Ans. : Each term is a squares of consecutive numbers. therefore, 5 × 5 = 25. therefore, next number = 25. Examples : Q. What will be the next number in the following series .  1) 3, 6, 10, 15, 21, ---- Ans. : The difference in each term is increasing in the form of consecutive numbers. that is 3 + 3 = 6. 06 + 4 = 10. 10 + 5 = 15. 15 + 6 = 21. 21 + 7 = 28. There
Read more

Mode in statistics | How to calculate the mode | Mode formula.

Image
Mode in statistics : Mode definition : For example, some data such as follows : 2, 1, 2, 5, 4, 2, 2, 7, 8, 2. Here, 2 value repeated 5 times that is repeated many times as compared another data. Therefore, 2 is Mode." It is straight forward to calculate mode in case of individual and discrete data.               Mean          Median         Quartile How do you find the mode of  Individual Data ? Que. 1) The following are the marks of 10 students. Calculate the mode. 60, 67, 76, 56, 77, 67, 48, 67, 89, 90. Ans. : Marks            : 48  56  60  67  76  77  89  90 Frequency   :  01  01  01  03  01  01  01  01 Here 67 mark repeated many times that is 3 times. therefore, Mode = 67. Que. 2)  The following are the height in cm of 12 students. Calculate the mode. 40, 41, 43, 41, 46, 47, 41, 41, 40, 42, 41,  46. Ans. : Heights         : 40  41  42  46  47 Frequency   :  02  05  01  03  01 Here 41 cm  height repeated many times that is 5 times. there
Read more

Variation : Introduction, Types of variation : Direct variation | Inverse variation.

Image
Variation Introduction: Types of Variation : There are two types of variation such as follows : 1) Direct Variation 2) Inverse Variation. Examples of Direct Variation : 1) If 10 books cost Rs. 100, then what is the cost of 15 such books ? Ans. : Here, as the cost of book will increases with an increases in their number, we have a case of direct variation. x = Number of books = 10 y = Cost of 10 books = 100 therefore, x / y = 10 / 100 also, Number of books = 15 Suppose cost of 15 books = Rs. y In direct variation, the ratio of the number of books of the cost of books must be constant. therefore, 10 / 100 = 15 / y y = ( 100 × 15 ) / 10 y = 150 therefore, the cost of 15 books is Rs. 150 2) If the shadow of a 12 meter high building falls 9 meters then how many meters will the shadow of a 9 meter high building fall? Ans. : Suppose x = building height y = building of shadow x / y = 12 / 9 = 9 / y therefore, y = ( 9 × 9 ) / 12 y = 81 / 12 y = 6.75 meters Th
Read more