What is the point of homeschooling?
Now that is a good question! The "point of homeschooling" stems from your worldview. The concept of world view is central to the current firestorms surrounding education because it forms the basis for one's idea of a good life. It is impossible to talk about education apart from some concept of the good life. People will inevitably differ in their conception of the good life, and hence they will inevitably disagree on matters of education. The point of education is to have a close relationship with your children and to instill a set of beliefs and values that will be passed from generation to generation. That is the point of homeschooling. That is the point of education! -Paul Though there are many reasons parents homeschool their children, one of which is that their child wants to be homeschooled, for many parents the point of homeschooling is stated very well in Paul's last paragraph. Parents have recognized that those in public education appear to believe it is the duty of public schools "to instill a set of beliefs and values that will be passed on from generation to generation." Many parents have taken a serious look at the beliefs and values being instilled in public school chldren today and have made the decision to homeschool their children. Another point to homeschooling is that many children are not learning what they need to be learning in content areas (reading, English, math, etc.), so parents homeschool because they believe their children will learn more by being schooled at home than they are learning in the public schools. I think that's as varied for an individual as the methods one can use to implement it for their family. For myself and my daughter, it allowed us to spend far more time together than we had before we started it (though I raised her as a single parent and still had to work full - time, she spent time during the day doing homework and such, while being watched by a friend of mine), and at night after dinner, we would spend those hours doing instruction for her. It also facilitated us talking more than we normally would have, about some really extensive subjects, and my learning about her in a different situation than were it just me helping her with homework for an hour a night. As well, it allowed my seeing firsthand where her strengths were, in addition to areas that she might have needed more assistance in, and my working her lesson plans around both. I was also able to have my daughter work more within HER varied abilities - some things, she needed more time and help with; others, she found easier for her to figure out. Not everyone's the same, obviously; consequently, it's all right for people to have different learning styles or timelines. It doesn't matter how long it takes someone, or how many times they need to be shown something - as long as the end result is understanding whatever you are trying to learn, then you've accomplished your "objective", and you should be proud that you have. :) In my child's case, it also allowed her to gain self - confidence in her abilities to learn and do things scholastically, which she had none of in a regular school setting. I remember DISTINCTLY when she said to me, "Mom, I'm really NOT stupid!", which I had been frantically trying to convince her of for ages. In school, she had always felt that she was. (She is an adult now, and I only wish that I'd been "better" at homeschooling, or had realized sooner that I could have done this for her. I also wish that I'd set up more socializing for her, because in my opinion, that is the one area that really can be lacking and therefore, create a sense of isolation for a child, if not resolved for them. Though for all my doubts and concerns, she says she's awfully glad that we did it this way. :) And my daughter's happiness, satisfaction and security, even these many years later, is all that matters in the big picture. Hey, maybe the kid'll let me homeschool my grandchild, when she has one. :)) Though we followed a secular (non - religious) outline for her, many families use a religious curriculum, because they feel a public or "traditional" school will not adequately teach their children the same moral or societal values they themselves hold. I think, as long as they are not espousing intolerance or fundamentalist views within their religious guidance, that this is a very strong argument in favor of homeschooling. In our situation, it allowed me to expose my child to a variety of issues and circumstances that she might not have been interested in while in a traditional learning environment. I was able to show her that there was a huge world outside her own, how to be accepting of differences, and gave her the tools to garner interest, enthusiasm, and curiosity about what was around her, with a global outlook. They may do this in school; however, because of lack of funding or class size or whatever the case, they of course cannot persue an issue with the detail that we were able to. (I work in a school now, in a small, inner - city charter school, and honestly, because of what I see and what teachers are so limited in their ability to do, and the lack of support from so many parents, and all the many, MANY discipline problems with children - young and older - I am completely assured that we made the right decision, for us.) Homeschooling is not for everyone; every state has different criteria that needs to be met. Some people don't have the fundamentals nor the resources for it(though both can be accomplished easier than one might think - I also didn't think I'd be able to). But...for many people, homeschooling is a wonderful and preferred method to try to give your children a decent start or continuance in their education, as well as their whole lives. This is somewhat of a rhetorical question. My opinion is, most home schooling programs are not superior to public school or private school; so what is the point? In many cases the point is the parents can't handle the fact that their child will have to deal with the real world. It keeps the child isolated from reality, and places the child in a simple, soft environment. Education is secondary to restricting exposure to ideas and practices of the real world. Why don't we take this to the Discussion area? I'll start. See you there! I THINK the point of homeschooling is that parents have more control over what their kids learn and to "shield" them from the public school system, and save tons of money from the cost of private or Parochial school. The only issue I have, is that for quality homeschooling, the family dynamics have to be very above average. Meaning, parents as well as children have to be highly motivated, self-disciplined and also parents have to be highly structured as well as intelligent. If these things are met, I think homeschooling is great. But; how many families and parents meet these objectives?? I do think many people that are not qualified, practice homeschooling; to the detriment of their children...Also parents that homeschool should remember to involve their kids is extracurricular activities to maintain social skills. Just some personal thoughts.....<<>>
What isTruncation error in numerical flow scheme?
Truncation error is the error introduced when an series is shortened, i.e. "truncated", before it is complete.
For instance, 1/3 is 0.333333333...etc., but we place limits on how many decimal digits to use, so that introduces an error.
Another example is a large number, such as 240-1. That number, in binary, is 111111111111111111111111111111111111111, or 39 1's in a row. Place that in a floating point number, and you might only get 22 bits of resolution, so the internal value might only be, in binary, 1.1111111111111111111111x238. Rewriting that, you get 111111111111111111111110000000000000000, which is not exactly correct. The first number is 1,099,511,627,775. The second number is 1,099,511,496,704, an error of 131,071.
A third example is the seemingly innocuous representation of 0.1 in binary. In decimal, 0.1 is terminating and non repeating. Express it in binary, however, and you get 0.0001100110011001100...etc. Place that in a floating point number, and truncation error will make it like something like 0.0999999940395355224609375, in a 22 bit format, which is not exactly 0.1.
What is the culture difference between srilanka n UK?
In Sri Lanka, there are less facilities than in England, but good behaviour and better rules ,where the children grow up with good manners..
How do computers and calculators use numerical methods?
Calculators don't. Computers on the other hand can use various different software that follow mathematical command lines that signify to the software program what it has to do to the date following the command. Using these commands correctly you can build algorithms of numerical methods which then solve the continuous mathematical problem for you instead of having to do it by hand.
This is incredibly beneficial when you get into more complex algorithms in more complex continuous mathematics. For example solving fixed-point iterations are relatively simple for normal equations. However for systems of equations it gets rather more complex and it is much simpler to write an algorithm for a computer to solve the problem, rather than try to do all the calculations by hand.
How are exponents used in real-world occupations?
Bankers/investors use them to project savings over a long period with compound interest. Finance officers use them to calculate the payments when you buy something on credit. Believe it or not education is real world. When you are studying exponential equations you are in the real world. Population growth can be estimated by using exponentials. Numbers of illegal immigrants can also be estimated.
Can you say that an iterative methods to solve a non-linear equation is actually a numerical method?
Yes, you can. Any iterative method/algorithm that is used to solve a continuous mathematics problem can also be called a numerical method/algorithm.
How many bytes are required to encode n bits of data where n equals 4?
One byte is 0.125 to 1 bit. So 4 bits, is .5 bytes.
How fast are you going if you travel a mile and a half in 38 seconds?
((1.5 x (3600/38)) ie a whisker over 142 mph.
First year: 48000*.8=38400
Next years:38400*.9^2=31104
$31104
How do you solve for g in a simple pendulum problem?
For a simple pendulum, with very small, technically infinitesimal, swings, the period T is approximately 2 pisquare root (Length / gravity). From there, it is simple algebra.
T2 = 4 pi2 length / gravity
gravity = 4 pi2 length / T2
For more information, including how to compensate for circular error introduced by non-infinitesimal swings, please see the Related Link below.
What is the square root of 670?
The square root of 670 is approximately 25.88435821. It is between the squares of 25 and 26.
Why do you calculate averages in biology?
All organisms vary, even within a species and a habitat. A seedling growing in the shade will be likely to be taller than one in full sunshine. Animals in the same litter may have different masses depending on their genes and their food. An average quantity gives us a quick picture of what we are measuring. For instance, red foxes vary enormously in mass, from 2.2 to 14 kg, so looking at the individual mass of one fox tells us little. The average mass can be compared to other species, or averages within an area allow us to compare them from place to place. Foxes in Maryland average only 4.3 kg whereas in Scotland the average mass is 7.3 kg.
What are the limitations of Randomized block design?
The limitations of randomized block design include its non-suitability with large numbers of treatments. It also includes interactions between block and treatment effects increase error.
What does Mean Median Mode and Range mean in math terms?
In math, median is used to refer to the middle number in a group. To determine the median, you order the numbers from (lowest) to (highest) and find the middle number in the series. If there are two middle numbers, then add them together and divide by two to find the mean. For example, suppose you were given the following set of numbers, which for example were scores on an exam, and asked to give the mean grade:
74, 83, 65, 88, 85, 79, 91, 53, 76, 82, 44, 73
Now you rearrange them from least to greatest:
44, 53, 65, 73, 74, 76, 80, 82, 83, 85, 88, 91
Finding the middle numbers in the series, they are 76, and 80. Now add them together (76 + 80 = 156) and divide by 2 (156 / 2 = 78). So the mean for this set of numbers is 78.
The mode is the number in a series that occurs most frequently (most common. Simply find the number that appears the greatest number of times in the group. For example, the mode for the following set of numbers is 21.
34, 21, 7, 56, 21, 7, 98, 45, 21
It occurs 3 times. However, suppose there were another 7 in the series, there would be two modes: 21, and 7.
Mean is the average of a series. To determine it you add up all the number in the series, and then divide by the number of numbers in the series. Let's use the exam scores as an example:
74, 83, 65, 88, 85, 79, 91, 53, 76, 82, 44, 73
Add them all up, that makes 893. Now to find the mean, we divide by the number of numbers in the series, which is 12. The mean in this example is (893 / 12) 74.4, so that was the average score for the graph. It is more accurate than the median.
Range is how high and low a series spans. To determine it, you simply identify the lowest and highest numbers in the series, and subtract the lowest from highest. That is the range in a group of numbers. So, using the same set of number as an example:
74, 83, 65, 88, 85, 79, 91, 53, 76, 82, 44, 73
The lowest is 44, and the highest is 91. The range is (91 - 44) 47
mean: all the numbers added up and divided by the number of numbers
E.g
2,5,6,7
(2+5+6+7) divided by 4= 5
The mean is 5
Median is the middle number
e.g
1,2,3,4,5,
The middle number is 3
Median = 3
Mode: the mode is the most common number
E.g.
2,2,2,2,3,3,3,4,4,5
There are four 2's, three 3's, two 4's, and one 5
Mode = 2
Range is the highest number and lowest number subtracted from each other
e.g.
3,5,7,8,9
9-3=6
Range =6
How can you use the pythagorean theorem to find out if a triangle is a right triangle?
The pythagorean theorem states that a2 + b2 = c2.
This means that in a right triangle, both legs squared will add up to the hypotenuse squared.
To see if a triangle is a right side, add up the two legs squared and see if it equals the hypotenuse.
What are the odd of telescoping two arrows at twenty five yards?
The answer to this question depends on many factors: the skill of the archer, the hardness of the first arrow's shaft, wind direction and condition, and so on.
In today's notation of Roman numerals they are:-
Units from 1 to 9: I, II, III, IV, V, VI, VII, VIII, IX
Tens from 10 to 90: X, XX, XXX, XL, L, LX, LXX, LXXX, XC
Hundred: C
To select any number from 1 to a 100 simply write out the tens followed by the units or if need be just the tens or just the units.
Examples: 8 = VIII, XL = 40 and 48 = XLVIII
Why do they call it quantitative data why not a number chart?
It is one of two main categories of data (quantitative and qualitative). These terms, have evolved for reasons of succinctness (brevity and clarity). This is why scientists say matter or material, instead of stuff.
No. There are nearly 14 million combinations of 49 things taken 6 at a time. Excel does not have that many rows or columns to support that.