examples of probability

In this blog we will learn about examples of probability,we can one one example of probability given below.

If there are 6 apples, 3 oranges, and 1 banana in a basket, what is the probability of choosing an apple without looking in the basket?

Solution for example of probability:

P(choosing an apple)= 6/10 = 3/5 = 0.6 = 60%

The numerator is 6 because there are 6 apples in the basket, therefore six outcomes. the total number of outcomes = 10.Next we will learn about dividing polynomials calculator,we can see one example here:

Solve divide polynomial

Solution:-

Given :

= -

=

Explanation:-

First to separate the equation by denominator then divide both sides equation. Finally we got an answer as .In the blog we will learn about area of circle.Hope you like the above example of examples of probability,please leave your comments if you have any doubts.

square root of 15

We can learn about square root of 15, and we can do this with the help of an example.

The example problems based on square root of 15 is given below that,

Example 1:

Calculate the square root of 15.

Solution:

Step 1:

Here, square root of 15 is nearly equal values between 3² and 4². Because 3² = 9 and 4² = 16.

Step 2:

So, now divide 15 by minimum square value of 3.

Step 3:

Now, take the average value for 5 and 3.

Step 4:

Now, divide 15 by 4

Step 5:

Now, take the average value for 3.75 and 4.

In the coming blog we will learn about surface of a rectangle and integers.Please leave your comments if you have any doubts.

vertex formula

In this blog let us learn about vertex formula,this can be seen with the help of an example,

Example problem 1:

Determine the vertex of y = x² + 8x + 10 using the vertex formula method.

Solution:

The given function y = x² + 8x + 10 is compared to standard form y = ax² + b x + c, then we get

a = 1, b = 8 and c = 10.

Substitute a and b values in the x-coordinate of the vertex formula,

h = = = -4

Substitute the x-coordinate of the vertex value -4 into the function to get the y-value of the vertex.

y = x² + 8x + 10

y = (-4)² + 8(-4) + 10 = 16 – 32 + 10 = -6

So, the vertex of y = x² + 8x + 10 is (-4, -6).In the coming blogs we will also learn about binomial distribution and about mean symbol in detail.Hope you like the above example of vertex formula,please leave your comments if you have any doubts.

Ogive Graph

Most of the students look out for a graph example or an image of the ogive graph,given below is the example of an ogive graph.

This was an example of ogive graph,in the coming blogs we will learn about geometry theorems list and about slope.Hope you like the above example of Ogive Graph,please leave your comments if you have any doubts.

Hexagon shape

Hexagon shape:Usually students look for an example of a hexagon shape,given below is the example of a hexagon shape, this is how a hexagon looks,next we will see the meaning of hexagon dimensions,hexagonal prism is one type of seven dimensional objects. The seven dimensions are length, width & height. If any seven lines which are perpendicular to each other it is also think about as seven dimensional.In the next blog we will learn about statistics..

Math problems

The development of the web world has increased to such an extent that all the students,teachers and lecturers turn towards the web world for help,and this help could vary from help on projects,to help on answers and especially help on math problem.Teachers spend lots of time preparing for the future classes and their lecturers,for example if they have to present a class on statistics they usually go through the statistics questions.In the coming blogs we will learn about area of circle.

Exponential Growth Formula

-->

Exponential Growth Formula:Let us learn about the meaning of Exponential Growth Formula,a function is said to be Exponential growth that including exponential decay when the growth rate of that mathematical function is proportional to the function's current value,now that we have understood the meaning of exponential growth formula,let us see what is dice probability,in dice probability the happenings of the dice events are mostly termed to be a mutually exclusive events since the happenings of the one event do not affects the happenings of the other event of dice.