What is Mathematics Education

Introduction to mathematics education:

Mathematics education means study of the quantity, properties, and dealings of quantities and sets, using numbers and shapes. The major parts of mathematics are algebra, analysis, probability, set theory, and statistics. In this article we will study the education of mathematics and solve some of mathematics concepts with examples. Now we will solve the examples in algebra, probability, set theory and statistics what is mathematics education.


Examples - what is mathematics education:

Let us we will solve the problem in algebra for what is mathematics education.

Algebra - Example Problem 1:

Solve given polynomial equations.

5x^2 + 9 + 15x + 2x^2 + 4x + 10 + 3x

Solution:

Step 1:

First we have to mingle terms x^2

5x^2 + 2x^2=7x^2

Step 2:

Now combine the terms x

15x + 4x + 3x = 22x

Step 3:

Then join the constants terms

9 + 10=19

Step 4:

Finally, combine all the terms

7x^2 + 22x +19

So, the final answer is 7x^2 + 22x +19

Probability – What is Mathematics education:

Example 2:

In a briefcase, there are 7 red color dresses and 3 blue color dresses and 6 white color dresses. Find the probability of choosing blue color and white color dresses?

Solution:

Given, Number of red color dresses = 7

Number of blue color dresses = 3

Number of white color dresses = 6

So, Number of total outcomes should be,

7 + 3 + 6 = 16.

Therefore, the probability of choosing blue color dresses = `3/16`

Choosing white color dresses = `6/16.`

These are algebra and probability examples for what is mathematics education.

Looking out for more help on Quadratic Equations in algebra by visiting listed websites.

More Examples – What is Mathematics Education:


Set theory:

Given sets are, P = {17, 25, 36, 85} and R = {25, 52, 63, 85}

P∪R = {17, 25, 36, 85} ∪ {25, 52, 63, 85}

= {17, 25, 52, 63, 36, 85,}

P∩R = {17, 25, 36, 85} ∩ {25, 52, 63, 85}

= {25, 85}

Statistics – What is Mathematics Education:

Find the range for given values.

The given values are 52, 63, 70,21,52,10.

Solution:

52, 63, 70,21,52,10.

In statistics, the range is defined as different between smallest value and biggest value.

In this given value, the smallest value is 10.

Then, the highest value is 70.

So, the range is,

Range = Highest value – smallest value

= 70 – 10.

= 60.

Range = 60.

These are examples for set theory and statistics for what is mathematics education.

That’s all about what is mathematics education.