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Category Archives: Uncategorized

[Math] Square root of inequalities

Consider the following example:

x2 < 16

To square root this inequality (There will be 2 answers from the square root),

x < 4
-x < 4

Since -x < 4, x > -4

The final answer will be: -4 < x < 4

[Math] Online Function Graphic Calculator

I am too poor to afford one, so I used an online version:

http://www.mathsisfun.com/data/function-grapher.php

More regarding graph calculators:

http://www.mathsisfun.com/data/graphs-index.html

孙子兵法 : 三十六计

第一计: 瞒天过海
第二计: 围魏救赵
第三计: 借刀杀人
第四计: 以逸待劳

第五计: 趁火打劫
第六计: 声东击西
第七计: 无中生有
第八计: 暗渡陈仓

第九计: 隔岸观火
第十计: 笑里藏刀
第十一计: 李代桃僵
第十二计: 顺手牵羊

第十三计: 打草惊蛇
第十四计: 借尸还魂
第十五计: 调虎离山
第十六计: 欲擒故纵

第十七计: 抛砖引玉
第十八计: 擒贼擒王
第十九计: 釜底抽薪
第二十计: 混水摸鱼

第二十一计: 金蝉脱壳
第二十二计: 关门捉贼
第二十三计: 远交近攻
第二十四计: 假途伐虢

第二十五计: 偷梁换柱
第二十六计: 指桑骂槐
第二十七计: 假痴不颠
第二十八计: 上屋抽梯

第二十九计: 树上开花
第三十计: 反客为主
第三十一计: 美人计
第三十二计: 空城计

第三十三计: 反间计
第三十四计: 苦肉计
第三十五计: 连环计
第三十六计: 走为上

References::
http://www.njmuseum.com/zh/book/zzbj/shanshiniu/36ji.html
http://en.wikipedia.org/wiki/Thirty-Six_Stratagems

Aljunied GRC MPS timing

*Update: New Aljunied GRC website is @ http://aljunied.wp.sg/.

The Meet-The-People session timing has not been put up on http://www.aljuniedgrc.sg/. I guess they are still busy with the hand/take-over.

Anyway, here are the MPS timing for Aljunied-Hougang Town Council as follows:

Bedok-Reservoir – Punggol Division
MP: Low Thia Khiang

522 Hougang Ave 6 (First and Third Wed of the month)

713 Bedok Reservoir Rd (Second and Fourth Wed of the month)

Eunos Division
MP: Pritam Singh

615 Bedok Reservoir Rd (Every Mon)

Kaki Bukit Division
MP: Md Faisal b Abdul Manap

550 Bedok North Ave 1 (Every Wed)

Paya Lebar Division
MP: Chen Show Mao

117 Hougang Ave 1 (Every Mon)

Serangoon Division
MP: Sylvia Lim

146 Serangoon North Ave 1 (First and Third Mon of the month)

213 Serangoon Ave 4 (Second and Fourth Mon of the month)

Taken from :: Aljunied GRC Facebook Page

[Math] 2 Divided by the Square Root of 2

I came across this question and I totally forgot how to solve?!

The correct answer is square root 2.

Why is this so?

2 = Sqrt(2) * Sqrt(2)

So if we were to expand the equation, it become:

Sqrt(2) * Sqrt(2)
————————–
        Sqrt(2)

We can cancel away the Sqrt(2) since there are common factors in both the numerator and the denominator. Therefore, the answer is sqrt(2).

The general equation is as follows:

                                         x             Sqrt(x) * Sqrt(x)
x = Sqrt(x) * Sqrt(x). So, ———— = ——————————–
                                      Sqrt(x)           Sqrt(x)

x can be any numbers as long as it’s not zero.

Tribute to Chiam See Tong loss of Potong Pasir

Chiam was a very good man and MP. He cares and served the residents of Potong Pasir for 27 years.

A video done by some guy @ YouTube:

Not forgetting the “office” he had for Meet-the-People sessions:

missing xbfish.com

I’ll leave the rest for your thoughts.

Worker’s Party wins Aljunied GRC!

Finally!

History has been made!

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Proud to be an Aljunied resident!

Fukishima 50

They are the heroes.

They are the volunteers who stay behind to answer the call of Japan’s Crippled Nuclear Plants.

missing xbfish.com images

missing xbfish.com images

missing xbfish.com images

missing xbfish.com images

missing xbfish.com images

Braving against the harmful nuclear radiation that might kills them, they provide assistance to the victims and assessed the nuclear plants situation. Their actions are indeed commendable.

Banzai!~

If you are currently living in Singapore, please consider donating to Singapore Red Cross Society to aid in Relief Efforts to Nippon.

Happy Lunar New Year 2011

xbfish.com wishes everyone a Happy Lunar New Year 2011!

Huat ahhh!!!

[Math] Negative number raised to a Power

I was reading up on the topic “Functions” and I encountered a question which required me to raise a negative number to a power.

For instance, -42.

So what will it give? -16 or 16 ?

The correct answer is -16.

Why is that so?

First, we will need to see the question and takes into consideration on the Order of Operations.

In the question above, it was asking for -42. Hence, we will take 4 and raised it to the power of 2, -(42). so the answer is -16.

If the question now is (-4)2, then the answer we’ll get is 16. This is because we will take -4 and raised it to the power of 2. Since negative multiply by negative give you a positive, the answer is 16.

Conclusion: It’s very important to group when dealing with negative numbers and even exponents. For this case, it greatly depends on the grouping before you raise the number to a power.