Simplified Chinese characters (简化字; jiǎnhuàzì) are standardized Chinese characters used in Mainland China, Malaysia, and Singapore, as prescribed by the Table of General Standard Chinese Characters. Along with traditional Chinese characters, they are one of the two standard character sets of the contemporary Chinese written language. The government of the People's Republic of China in mainland China has promoted them for use in printing since the 1950s and 1960s to encourage literacy. They are officially used in the People's Republic of China and Singapore, while traditional Chinese characters are used in Hong Kong, Macau, the Republic of China (Taiwan) as well as South Korea to a certain extent, and occasionally in the Chinese community of Malaysia and Singapore.
Simplified Chinese characters may be referred to by their official name above or colloquially 简体字; jiǎntǐzì. In its broadest sense, the latter term refers to all characters that have undergone simplifications of character "structure" or "body", some of which have existed for millennia alongside regular, more complicated forms. On the other hand, the official name refers to the modern systematically simplified character set, which (as stated by then-Chairman Mao Zedong in 1952) includes not only structural simplification but also substantial reduction in the total number of standardized Chinese characters.Simplified character forms were created by reducing the number of strokes and simplifying the forms of a sizable proportion of Chinese characters. Some simplifications were based on popular cursive forms embodying graphic or phonetic simplifications of the traditional forms. Some characters were simplified by applying regular rules, for example, by replacing all occurrences of a certain component with a simplified version of the component. Variant characters with the same pronunciation and identical meaning were reduced to a single standardized character, usually the simplest amongst all variants in form. Finally, many characters were left untouched by simplification and are thus identical between the traditional and simplified Chinese orthographies.
A second round of simplifications was promulgated in 1977, but was later retracted in 1986 for a variety of reasons, largely due to the confusion caused and the unpopularity of the second round simplifications.In August 2009, the PRC began collecting public comments for a modified list of simplified characters. The new Table of General Standard Chinese Characters consisting of 8,105 (simplified and unchanged) characters was officially implemented for use by the State Council of the People's Republic of China on June 5, 2013.
I need some general guidelines on how to simplify factorials. I'm in Calculus III
and the Prof. and unfoutunately our textbook has glossed over how to do this.
All the factorials we are dealing with now are in relation to sequences and series.
so I'm dealing with expressions that...
Is there a way to simply x-x-x? I know that x+x+x can by simplifed as 3x, but what about subtraction? One would think that if multiplication is just a simplification of addition, then indeed, division is just a simplification of subtraction. I need to know this for an equation I have to make...
This is probably easy for everyone on this forum but me. Can someone please explain this to me.
I need to simplify this:
(sqrt(x) - 4) / (x - 16))
am I on the right track by doing it this way...
(sqrt(x) - 4) / (sqrt(x) - 4) (sqrt(x) + 4) ...then cancel the (sqrt(x) - 4) in the...
B = uNI/2L * (L/2/(\sqrt{((L/2)^2)+R^2)} - (-L/2/(\sqrt{((-L/2))^2+R^2))}
I get.. B = uNI/2R (for those wondering, this is the equation to find the magnetic field when a Hall probe is placed in the center of a solenoid)
they ask me to figure out the % diffeerence between the field at the...
I need some help
I got an expression involving series...
x - (2/6)x^3 - (20/120)x^5 - (1080/5040)x^7 - (140400/362880)x^9 - ...
I remove x from my summation expression.. but
Right now, I can express as a summation from n = 1 to infinity of
(??) x^(2n + 1) / (2n + 1)...
Hi, I've been doing a QM problem to do with a potential barrier going from x = 0 to x = a. I need to work out an expression for the transmission coefficient T and have a horrible looking expression:
I can't use LaTeX properly, so:
A = (F/4k_{1}k_{2}).e^ik_{1}a[e^-k_{2}a (k_{2} +...
I was never taught how to do this I was just given problems with no solutions so I don't know what to do can someone please help me I have two questions which are similar maybe if I get help with one I can solve the other one on my own.
It says simplify the following
\cos(\pi+x) + \cos...
\frac {x+2} {x-1} \frac \frac {4x+1} {x-1}
Would using the bowtie method work? Cross multiply and then subtract the two answers found from each other, and put that result over the multiplaction of the two denominators. ?
EDIT: I messed up the Latex thing. THe 4x-1 and the x-1 are supposed...
i have to integrate the next:
(x^2)(e^x)dx/((x+2)^2)
It should be done by parts.
How I can simplify it?
Is (4x+4) (e^x) dx/(x+2)^2 easier to be integrated?
Dear Friends,
I have this problem:
\frac{i\hbar\Psi}{2m}\frac{\partial\nabla\Psi}{\partial t}+(\frac{i\hbar(\nabla\Psi)}{2m}\nabla)\frac{i\hbar(\nabla\Psi)}{2m}
... and i'd like to simplify it... is is possible?
best reggards
I'm trying to simplify -2rh-h^2+2r/h
can I simplify this anymore by canceling out the h, or is that not correct. Also, I don't believe I can factor out the h in the numerator because it's not in all 3 on top, is that correct?
Here's the question:
Simplify the following as much as possible:
ln 5th Sqrt of y^2
a> 2/5 ln y
b> -3 + ln y
c> 3 + ln y
d> 5/2 ln y
A,B,C, or D, which is it?
o:) simplify and state restrictions
[(x+1)/(2x^(2)-7x+6)]-[(x-3)/(2x^(2)-x-3)]
I got 3x+7 as my answer is this correct? and for my restrictions I got x cannot = 3/2,2,-1 are these correct?
Simplify (x+1)/(x-1) multiplied by (x+3)/(1-x^2) divided by (x+3)^2/(1-x)
Im not sure how to factor the 1-x^2 and what to do with 1-x
I don't know how to simplify this please help someone.
The answer to this question is 1/(x-1)(x+3)
x cannot = 1,-1, and -3
Hi! I'm new to those forums, so I just want to say "Hello everbody!". To my question: How can I simplify \frac{\frac{1}{x+\Delta x}-\frac{1}{x}+ \frac{1}{x^2}\Delta x}{\Delta x} I've spent some hours on google, but no result. Just tell me the name of the method and I'm really gratefull!
Hi,
I have got this expression from Mathematica:
Sqrt[a^2*(Cosh(x))^2*(Sin(y))^2]
I have tried to simplify this expression with Simplify[], but it returns the same result.
I have tried to solve some other expressions and it returned some strange forms.
For example:
I have tried to solve...
I have to integrate:
sqrt( (3t^2)^2 + (1)^2 + (sqrt(6)t)^2 ) at the limits t=1 and t=3
I can't figure out how to simplify the problem so that I can do the integral.
So far the farthest I've gotten is the obvious:
sqrt( 9t^4 + 6t^2 + 1 )
now I am stuck.
Hi All,
Does Anyone know of any Math programs that are easy to use that I can download from the net.
What I am trying to do is organize a long string of digits in groups of three, add the groups, and subtract from each running total certain incremental values.
Thanks in Advance.
Dan