Thursday, September 23, 2010

define acutehttp://www.blogger.com/img/blank.gif

Let us define acute angle

An acute angle is 1 which is less than 90° is know as acute angle

A triangle has angle 43º, 64º and 73º. What type of triangle is this?

Solution: Here all the given angles are less than 90°, hence the given triangle angles are an acute triangle.

A triangle has angle 39º, 65º and 76º. What type of triangle is this?

Solution: Here all the given angles are less than 90°, hence the given triangle angles are an acute triangle.

A triangle has angle 45º, 56º and 79º. What type of triangle is this?

Solution: Here all the given angles are less than 90°, hence the given triangle angles are an acute triangle.

In our next blog we shall learn about day of week calculator & Reading Comprehension Strategies I hope the above explanation was useful.Keep reading and leave your comments.

Wednesday, September 22, 2010

weighted mean formula

Let us learn about weighted mean formula
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Weighted mean is referred as the same as that of arithmetic mean. Where as each of the data is contributed uniformly with the weighed value. Incase all the weighted values are equal, and then the weighed mean is equal to the arithmetic mean. Weighted mean generally behaves similar fashion to the arithmetic mean. The term weighted average can also be known as weighted arithmetic mean or weighted harmonic mean.
  • First calculate the sum for allocated weighted value & observed value.
  • Second calculate the sum for all the observed values.
  • Third make the division for the above 2 calculated values.

Monday, September 20, 2010

sin 90 degrees

Let us learn about sin 90 degrees

sin90°, sinα = y/x, 90° angle is known as a right angle y =1 r= 1 x = 0

sin 90° = y/r = 1/1 = 1

By the meaning in trigonometry, sin x = opposite/hypotenuse

Where “x” indicates any degree. In this case the x is 900 that are we need to get the value of sin ninety degrees. Hence we need to draw the right angled triangle.

· A right angled triangle opposite side’s length is equal to hypotenuse side length.

· the sine of the angle = The length of the opposite side is divided by Hypotenuse length

Finally sin 900 = the length of the ‘hypotenuse side’ is divided by The length of the ‘hypotenuse side’

= 1.

· The normal outline of sin can be mention as sin X = cos(90-X), hence sin 90 = cos (90-90) = cos 0 =1

In our next blog we shall learn about binary fission I hope the above explanation was useful.Keep reading and leave your comments.

Sunday, September 19, 2010

calculus 101

Let us solve problem on calculus 101
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Solved Integral Calculus 101 problems

Evaluate the integral of the mentioned equation 6x2+18x dx.
Solution:
∫6x2+18x dx = ∫6x2 dx +∫18x dx
Integrate the above equation
We get,
-->6x³/3 + 18x²/2
2x3+ 9x2. = 2x3+ 9x2
Integrating the following expression 2ex + 13ex .
Solution:
The given expression is 2ex + 13ex
= ∫ 2ex+ 13 ex dx
= ∫ 2 ex dx + ∫ 13 ex dx
= 2ex+ 13 ex + c. = 2ex+ 13 ex + c

Friday, September 17, 2010

derivative of inverse tangent

Let us solve problem on derivative of inverse tangent

-->Derivative of inverse tangent angle when z =sixty.
Angle = arctan z
Angle = arctan sixty
Angle = 1.554131203081 radian
In degree mode 89.045158746128
Derivative of inverse tangent angle when z=90.
Angle = arctan z
Angle = arctan ninety
Angle = 1.5596856728973 radian
In degree mode = 89.363406424037.

Wednesday, September 15, 2010

triangle solver

Let us learn about triangle solver

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Triangle Solver is referred as multi-platform compatible. Enter 3 out of the 6 variables & this will solve for the rest. Triangle Solver uses both the law of cosines & the law of sine to find the missing values.
Triangle solver refers to solve the triangle problem using standard geometry formula. Triangle is a 1 of the 2 dimensional object in geometry .Triangle was categorized more types based on the length of the triangle & angle of the triangle. Special type of triangle is right triangle applying trigonometry function for solving right angle triangle
Find the perimeter of equilateral triangle that side length is 12.5cm?
Solution: Perimeter of the equilateral triangle = three* side length (3a)
= 3*12.5 =37.5cm

Monday, September 13, 2010

smart tuition online

Let us learn about smart tuition online

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