Tutoring Service Helps Many Students in Solving Problems

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Tutoring Service Helps Many Students in Solving Problems

Presently, the face of the education system has changed completely. The day has gone when, people were siting in the classrooms for getting education, but the time has changed. Now you can get quality an education in specific area online at your home without any hassle. In a traditional classroom, it quite impossible for teachers to pay attention to each and every student.

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Tutoring Service Helps Many Students in Solving Problems

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Solving Statistics Homework Help (p Nitin)

In math, Statistics is the formal science of making effective use of numerical data connecting to groups of individuals or experiments. It contracts with all features of this, including not only the group, analysis and interpretation of such data, but also the planning of the group of data. Now we will discuss about solving statistics homework help with homework problems. (Source: Wikipedia).

Statistics is the proper science of creating valuable use of arithmetical data connecting to groups of individuals. Statistics compact with all features of this, with not only the group, analysis and interpretation of such data. Also the planning of the group of data, in terms of the design of surveys.Online tutoring is the most useful for study the statistics. We can learn with in an hour with the help of tutoring. This is the main advantage of the online tutoring.

In math, Statistics is the formal science of making effective use of numerical data connecting to groups of individuals or experiments. It contracts with all features of this, including not only the group, analysis and interpretation of such data, but also the planning of the group of data.

Solving Statistics:

In mathematics, the statistics is very priceless and major main part.
In statistics, the mean, median, range, and mode these are most important terms.
Now we will find out the homework problems with solving statistics help.
Mean:

In solving statistics homework help, the mean is one of the essential terms in statistics.
Now we will solve with the concept of mean with homework examples.
The mean is describes the average of the given numbers.

Therefore here we will get out the adding of the given numbers and divided by the total numbers of the given numbers.
The given numbers are 21, 40, 30.
Solution:

Additions of the given numbers are 21,40,30
21+40+30=91
The total is 91
Now divided by 3, for the reason that (Notes: 3 is the total given numbers)
= 91 /3=30.3.

So the mean value is 30.3.
Median:

In solving statistics homework help, the median is clarified about the medium value of the given series.
The number series are 21, 40, 30.
The numbers in the center point of point of the given series are 40.
Hence 40 is the median of the given numbers.

Mode and range in solving statistics homework help:

Example of solving statistics homework help:

Mode:

In solving statistics homework help, the mode is occurring more than one of the given number series; the particular value is shows again frequently.
Example of mode: 21, 4,89,4.
In this series 4 show again frequently.
So in this series the mode is 4.
Range:

The variation between very maximum value and the low value is known as the range in solving statistics.
The given values are 21, 4,89,4.
Here the highest value is 89, and then the lowest value is 4.
So the range value is difference between the 89 and 4.
The range value is 89-4=85.
So the range value is 85.
Homework 1:

The given series are 14,58,75,14.
Answer:

The mode is 14.
Homework 2:

The given numbers are 21,89,10,8,10.
Answer:

The mode is 10.

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Solving Altitudes Of Triangles (Math Help)

Introduction:

A triangle can be defined as a geometrical figure formed by three lines, which intersect each other and which are not all concurrent. The simplest definition of an altitude of a triangle is the perpendicular distance from any of its vertices to the opposite side. The opposite side of the vertex is known as base of the triangle. A triangle has 3 vertices so, it have 3 altitudes. Altitudes can be generally used to find the triangle's area.

Altitude of the triangle:

The basic thing necessary to find the altitude of the triangle is the area of the triangle and the sides of the triangle.

As, Area = 1/2(Base) x (Altitude)

Using this formula we can calculate Altitude as,

Altitude = 2 x Area/Base

If we don't know the area of the triangle we can calculate it using Heron's formula:

A ='sqrt(s(s-a)(s-b)(s-c))'

s = (a+b+c ) / 2

Where, A = Area

a, b, c = Sides length

We know that the another formula for finding the area of a triangle is,

A = (1/2 ) ? b ? h

Where , b = base

h = height (altitude)

Then we can solve the altitude as follow :

Altitude = h = 2A / b

So, the height depends on the side which we choose to be our base.

When the triangle is equilateral: ,

Then a = b = c

Then the formula to solving the altitudes is,

h =( 'sqrt(3)' / 2 ) * a

Where, h = altitude/Height

a = side of the equilateral triangle

Altitude of an Obtuse triangle:

The method of finding the altitude for an obtuse triangle is same as that discussed above.Two of the Altitudes of an obtuse triangle lie outside to the triangle.

Example Problems:

Ex 1 : The 3 sides of a triangle are having the lengths 10, 12, 14. Find the altitudes.

Sol : Given :- a = 10 ,b = 12 , c = 15

Find the value of s by using the Heron's formula,

s = (a + b + c) / 2

s = (10 + 12+ 14) / 2

s = 18

Then the area of the triangle can be found by Heron's formula:

A ='sqrt(s(s-a)(s-b)(s-c))'

A = 58.78 sq. units

We then know that the another formula to find the area of a triangle is :

A = (1/2)(b)(h)

So, the altitude is:

2A / b = h

The altitude depends on which side we choose to be our base. The three altitudes are:

h1 = 2(58.78)/10 = 11.76 units

h2 = 2(58.78)/12 =9.79 units

h3 = 2(58.78)/14= 8.39 units

Ex 2 : Find the altitudes of an equilateral triangle having the side of 14 inches.

Sol : The formula to find the altitude is : ('sqrt(3)' /2 )* a

Where a = 14inches

H = 'sqrt(3)' / 2 * 14

H = 12.12 inches.

Hence the altitude of given triangle is 12.12 inches.

Since the triangle is an equilateral triangle, so all the three altitudes will have same length.

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