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can i get some help on calculus homework? been stuck on this one question for 2 days now?
lim tan^2 (x) / x
x->0
so the limit of tan^2 (x) / x as x approches 0
i was doing great on my homework right up until this question and then i was stumped can someone explain it in detail?
Answer: Split tan^2(x) / x into 3 factors:
( sin(x) / x ) tan(x) ( 1 / cos(x) ).
The limit as x -> 0 of the product is the product of the limits.
sin(x) / x -> 1
tan(x) -> 0
1 / cos(x) -> 1
Hence the limit is 1*0*1 = 0.
Category: Homework Help
Singapore Slashes Officials Salaries
SINGAPORE -- Government ministers are paying a high price for an electoral setback last year that stunned the governing party and may have changed the dynamics of power in Singapore: Collectively, they have lost millions of dollars in salary. The governing Peoples Action Party, or PAP, won, as it always has, last May, but in what felt like a voter - By SETH MYDANS
LTM Performance
Lim Tan Motor was founded in the 1960s as a sole proprietorship by Mr Lim Geok Meng. We started out helping taxi owners and drivers with their insurance claims ...
Tan Sri Lim Kok Thay - Wikipedia, the free encyclopedia
Tan Sri Dato Lim Kok Thay is a prominent entrepreneur in Malaysia. He is the second son of Tan Sri Lim Goh Tong, the founder of the Genting Group and Puan Sri Lee ...
Lim & Tan Securities Pte Ltd - Streetdirectory.com
Lim & Tan Securities Pte Ltd is located at Equity Plaza, 20 Cecil Street, Tel 65330595, view Lim & Tan Securities Pte Ltd location, products and services on ...
We stuck to our game plan and it worked - Stags coach Steven Tan after seeing his side end the Protectors unbeaten run
Steven Tan added further, “I think he is carrying an injury so that is why the coach has played him as a centre back and not in central midfield.” Shi Jiayi could very well be carrying an injury. But a visibly disappointed Lee Lim Saeng refused to ...
Tan, Lim rule Talisay triathlon
CEBU, Philippines - Rochelle Tan lived up to her billing as Cebus new triathlon queen, while Kristiane Lim stunned the early favorites to rule the mens division of the inaugural Talisay City Triathlon yesterday. Tan completed the race covering 1,000 ...
SingPost – LIM AND TAN - SingPost - - SGX Yield Stocks
SingPost – Lim and tan - . SingPost ... • The stock has reacted positively to recent news of (a) strong demand for new office space coming up in various parts of ...
profile and biography of malaysian businessman tan sri lim goh tong?
Answer: It is way too long for me to write it here...its the better for you to click here..
http://icmr.icfai.org/casestudies/catalogue/Business%20Strategy2/Genting%20Berhad-Malaysian%20Conglomerate.htm
http://en.wikipedia.org/wiki/Lim_Goh_Tong
http://www.genting.com/history/index.htm
Category: Malaysia
Toa Payoh ritual murders - Wikipedia, the free encyclopedia
No one doubted that Lim, Tan, and Hoe had killed the children. Their defence was based on convincing the judges that medically, the accused were not in total control of ...
Hasbie was contact person on list of projects, says witness
“The list was prepared on the instructions of another Gallant Route director, Tan Kim Chooi, as payments to the ‘contact person’ for government projects between June 2007 and May 2008,” Lim told presiding judge Ikmal Hishan Mohd Tajuddin. The nine ...
Summer at Camp Couture
COLOR wars at camp are a common American pastime, but the one that took place in a small building on East 53rd Street in Manhattan on a recent Tuesday was of a different stripe. Do you think that we need to come up with a cohesive, like, color palette? asked Sara Mullally, 16, trying to sound diplomatic. She was seated with nine other girls at - By DOUGLAS QUENQUA
can you solve this " Lim (5x-tan(3x))/(x+3sin(2x)) when x ---> 0+"?
and these without Hopital?
Lim (x+x^2+x^3+... +x^n)/x-1 when x ---> 1
Lim ((x^2)-1) * (cotg(x^2-1)) when x ---> 1
Lim (cos(2x)+cos(x)-2)/x^2 when x---> 0
Answer: lim x → 0+ (5x - tan(3x))/(x + 3sin(2x))
= lim x → 0+ [x * (5 - tan(3x)/x)/(x * (1 + 3 sin(2x)/x)]
= lim x → 0+ [ 5 - 3* tan(3x)/3x)/ (1 + 6*sin(2x)/2x)]
= [5 - 3][1 + 6] = 2/7
lim x → 1 (x+x^2+x^3+... +x^n)/x - 1
= lim x → 1 (1 + x + x^2 + ... + x^(n-1) - 1
= n - 1
If you meant lim x → 1 (x+x^2+x^3+... +x^n)/(x - 1)
then lim x → 1 (x+x^2+x^3+... +x^n)/(x - 1) → ∞
lim x → 1 ((x^2) - 1) * (cot(x^2 - 1))
= lim (x - 1) → 0 ((x^2) - 1) * (cot(x^2 - 1))
= lim (x^2 - 1) → 0 ((x^2) - 1) / (tan(x^2 - 1))
= 1 {Using lim u → 0 (tanu/u) = 1}
lim x → 0 (cos(2x) + cos(x) - 2)/x^2
= lim x → 0 (1 - 2sin^2(x) + cos(x) - 2)/x^2
= lim x → 0 (-2sin^2(x) + cos(x) - 1)/x^2
= lim x → 0 (-2sin^2(x))/x^2 + lim x → 0 (1 - 2sin^2(x/2) - 1)/[4(x/2)^2]
= -2 lim x → 0 (sin(x)/x)^2 - 2/4 lim x → 0 (sin(x/2)/(x/2)^2)
= -2 - ½
= -2½
Category: Mathematics
what does lim sec(x) -tan(x) == while x approaches to π/2.... and how to solve it ...???!!?
plz i need it so important
Answer: sec x = 1 / cos x ... as x approaches pi / 2 the numerator approaches (whatever) constantly as 1.
tan x = sin x / cos x... as x approaches pi / 2 the numerator approaches (the same whatever) almost constantly as 1.
Therefore, the answer appears to be that the limit = 1 - 1 = 0
Category: Mathematics
Tan Chew Lim's Homepage
Sep 29, 2010 ... Chew Lim TAN. Home · Resume · Publications · Research Links. Professor. Department of Computer Science, School of Computing, National ...
Lim x-->0 (tan πx/ x) ? Help?
Actually you could solve this problem by striking X and calculating tan pi
Else if you directly apply the limits you get the indeterminate form
tan pi*x/x and tan pi are equal.But why different solutions
Answer: lim (x->0) (tan(pi*x)/x)
Using L'Hopitals Rule.
lim (x->0) d/dx(tan(pi*x)/d/dx(x))
= pi [sec(0)]^2/1
= pi
:)
Category: Mathematics
Dr. Ruth Tan Lim, MD, Mesa, AZ - Pediatrics
Dr. Ruth Tan Lim, MD, Mesa, AZ, Pediatrics. Get a FREE Background Report on Dr. Tan Lim. View ratings, complaints, credentials, and detailed practice information.
Lim, Tan collar top plums in 1st Talisay Triathlon Race « Cebu ...
KRISTIANE Lim and Rochelle C. Tan left their opponents behind to rule their respective divisions in the 1st Talisay Triathlon Race-American Landing ...
FALL FASHION; My Must-Haves For This Fall
WHEN shops and fashion magazines begin displaying fall collections -- typically in the sweltering days of August -- you know it signals the death knell of summer. One of the only things that makes summers end bearable is the knowledge that a whole new fall wardrobe awaits. For some, the fall thrill is in finally tracking down the essential key - By SARAH MASLIN NIR
LIM AND TAN SECURITIES | LinkedIn
Join LinkedIn and see how you are connected to Lim and tan SECURITIES. Its free.Get access to insightful information about your network at thousands of companies!
Low testosterone levels cause health woes
Prof Lim added that men should seek treatment to avoid affecting their personal and social lives. Tan explained: "People dont talk about this because they associate it (testosterone) with sex. "But it is good to come forward to get it resolved.
limtan.com.sg Online Trading - About us
Lim & Tan Securities was established in 1973. Its main activity is stock broking and the main focus of the company is the retail market. Believing in providing ...
SingPost – LIM AND TAN - SingPost - - SGX Yield Stocks
Home » SingPost » SingPost – Lim and tan. SingPost – Lim and tan. 4 April 2012 . • The stock has reacted positively to recent news of (a) strong demand for new office space coming up in various parts of the country, including Paya Lebar ...
should there be tension in the shoulder when practising tan sau or fook sau in the 1st third of Siu Lim Tao?
or is it just around the elbow, upper arm and hand?
(dynamic tension)
should the shoulder be held in a kind of neutral position throughout the tan sau / fook sau movements?
or should it come forward slightly?
what do you think?
Answer: my opinion is there should be no tension in the shoulder. i think the arm should be slightly forward to facilitate covering the centre line.relaxing in any part of this series is very tough but worth it .
Category: Martial Arts
Lim Chided For Change Of Heart Over Hassan Marican
KUALA LUMPUR, March 27 (Bernama) -- Penang Chief Minister Lim Guan Eng was chided for his sudden change of heart on contributions made by former Petronas chief executive officer (CEO) Tan Sri Hassan Marican, whom he had once lambasted. Minister in the ...
(cos(x)tan(x))/x lim(x-->0)?
I used an online graphing calculator on it and it says the limit is 1 approaching 0, but I cant do anything about the variable on the bottom. All Ive been able to do is turn it into sin(x)/x (in the original question theta is used instead of x, though I dont think that matters much)
Those are all really great answers, and Ive actually head of squeeze theorem! Thanks to all of you :)
Answer: lim(x-->0) sin(x)/x evaluates to 0/0, or indeterminate. Use L'Hopital's Rule.
lim(x-->0) sin(x)/x = lim(x->0) d(sinx)/dx = lim(x->0) cosx = 1
...
Category: Mathematics
CRITICAL SHOPPER | ODIN; Neighborhood Preservation
THE bohemian days of the West Village are long gone -- when, as Anatole Broyard put it, Kafka Was the Rage -- but the area still has its magic, though its in a precarious state these days. Just one more Bank of America branch or precious puppy pawtisserie and the neighborhoods delicate ecosystem could collapse and turn into a retail trough as - By MIKE ALBO
Lim, Tan collar top plums in 1st Talisay Triathlon Race « Cebu Daily ...
KRISTIANE Lim and Rochelle C. Tan left their opponents behind to rule their respective divisions in the 1st Talisay Triathlon Race-American Landing Celebration yesterday at the new Talisay City Fish Port. Lim crossed the ...
LIM & TAN Securities
Securities broker offering internet based equities trading.
SPECIAL REPORT: FASHION; Leaving the Big Country
NEW YORK -- It is an epic struggle: nurturing the last vestiges of American craftsmanship while fabricating fashion has mostly migrated from the United States to China. But who could have imagined in a season when new designers are trying to rescue traditional crafts in the face of Made in China, that Ralph Lauren , the founding father of prairie - By SUZY MENKES
More securities firms join Singapores 2FA platform
update SINGAPORE--Five trading firms--AmFraser Securities, CIMB Securities, DMG & Partners Securities, Lim & Tan Securities and UOB Kay Hian--have come onboard the national two-factor authentication (2FA) framework to protect their customers online transactions.
LIM & TAN Securities
Securities broker offering internet based equities trading.
ComfortDelgro – LIM AND TAN - ComfortDelgro - - SGX Yield Stocks
ComfortDelgro – Lim and tan. 6 April 2012 . NOTABLE SHARE TRANSACTIONS. • Silchester Int'l, a value-fund manager, sold 21.4 mln shares “over a few different dates”, reducing holding to 123.893 mln shares or 5.92%. • Silchester has ...
Tan Lim | Facebook
Tan Lim is on Facebook. Join Facebook to connect with Tan Lim and others you may know. Facebook gives people the power to share and makes the world more open and ...
Good dose of healthy fun
Visitor Sharon Lim, 27, who was among those who witnessed the martial arts ... I also get the opportunity to mix with more young people,” she said. An instructor Lily Tan, 47, said she picked up the dance 10 years ago as it was simple and suitable ...
Lim & Tan Securities Trading, NTUC Plus IT SHOW 2012 Price List ...
Lim & IT SHOW 2012 Price List & Tan Securities Trading, NTUC Plus.
Another Malaysian Confirmed Killed In Hat Yai Bombing
Malaysias Consul-General in Songkhla, Mohd Aini Atan said the second Malaysian fatality was Tan Peng Chan, 39 ... who is in the Intensive Care Unit, Lim Hock Bee, 37, Wong Sze Ee, 32, and Fook Hock Chuan, 33, while Choo Kok Boon, 46, is warded at Hospital ...
Lim, Tan collar top plums in 1st Talisay Triathlon Race
KRISTIANE Lim and Rochelle C. Tan left their opponents behind to rule their respective divisions in the 1st Talisay Triathlon Race-American Landing Celebration yesterday at the new Talisay City Fish Port. Lim crossed the finish line with a time of one ...
Evaluate the limit: lim h->0 [tan(pi/4+h) - tan (pi/4)] / h?
Hey guys, a step by step method on how you reached the answer would be most helpful. I recall learning this at the beginning of the semester and just need reminder. Any help would be appreciated, thanks
Answer: The form of this limit should look familiar. In fact it's the definition of the derivative. Specifically this is equivalent to the derivative of tangent at x = pi/4. I'll let you finish that as an exercise.
Category: Mathematics
LIM AND TAN - areapal.com - pals in ur area | Friends near by ...
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Secret to business success? Passion
Others honoured at the event yesterday include Group CEO of ARA Asset Management, Mr John Lim - who was named Outstanding CEO of the Year - and the president and CEO of Cadence Design Systems, Mr Tan Lip Bu, recognised as the Outstanding CEO (Overseas ...
Lim Tan | Facebook
Lim Tan is on Facebook. Join Facebook to connect with Lim Tan and others you may know. Facebook gives people the power to share and makes the world more open and ...
Tan Lim Motor - Home
Tan Lim Motor - One Stop Automotive Services ... Copyright 2007 Tan Lim Motor Pte Ltd. Powered by iMedia Solutions
Lim & Tan Internet Trading | Duck Apps Review
Lim & Tan Internet Trading Category: Released: 2012-03-13 02:51:25 Price: $0.00 Lim & Tan Internet Trading full app details :: Get it now. See more here: Lim & Tan Internet Trading. Posted in Uncategorized Tags: full-app, ...
NEW YORK FASHION WEEK: FASHION REVIEW; Tech Pushes Tradition Into the 21st Century
Today the most audacious prints and jacquards are created by computers. Alexander McQueen used the technology for his dramatic Platos Atlantis show in October 2009, and in his final collection of medieval-inspired jacquards before his death a year ago. And during New York Fashion Week, many designers, including Narciso Rodriguez and Joseph - By CATHY HORYN
CRITICAL SHOPPER | BARNEYS; What Does Taste Have to Do With It?
ITS where my mother took me to get a proper suit in high school, and where Benjamin Bixby oxfords and plaid shirt-smocks from Chloë Sevigny for Opening Ceremony go to die. On Valentines Day, it was where unshaven men were frozen in quizzical looks while their wives or girlfriends told them to try on that jacket, turn this way and now the other. - By JON CARAMANICA
Lim Tan Motor Pte Ltd
Lim Tan Motor was founded in the 1960s as a sole proprietorship by Mr Lim Geok Meng. We started out helping taxi owners and drivers with their insurance ...
lim [sin(3x) + tan(5x)] / sin(2x) as x-->0?
This was one of the questions on my math quiz today, and I really want to know the answer. Any ideas?
Answer: Keep in mind that
lim sin(nx)/nx = 1; lim tan(nx)/nx = 1
x→0. . . . . . . . . . .x→0
lim [sin(3x) + tan(5x)] / sin(2x)
x→0
= lim [3 sin(3x)/3x + 5 tan(5x)/5x] / 2 sin(2x)/2x
. .x→0
= (3 + 5) / 2 = 4
Category: Mathematics
How to find the limit?
I need help finding limits, Im lost in the class.
lim tan(1-cos(x)/x)
x-->0
I need explanation please.
and just in case, the problem doesnt come out good the way i structured it, it reads limit of tan(1-cos(x)/x as x approaches 0.
Please help me.
Answer: Lets first look at the limit,
lim x→0 (1 - cos x) / x
You should recall from class or your book this is a special limit and is equal to zero. Knowing that the problem can be rewritten as,
lim x→0 tan(x)
Which should be easy to evaluate since tangent is well defined at zero, the final answer is 0.
Category: Mathematics
App Store - Lim & Tan Securities Private Limited
Mar 6, 2012 ... Online Trading with Lim & Tan Securities is now available as an iPhone App. Enjoy greater accessibility and instant connection for all your ...
LIM AND TAN - Battle of wits between Chua and Lim to be aired live ...
Lim & Tan Securities Pte Ltd. Lim & Tan Securities Pte Ltd
Sharjah Art Foundation announces the exhibition What Should I Do to Live in Your Life
This exhibition features video documentations, projections and installations by Seoul and Hong Kong-based artists: Lee Kit, Minouk Lim, João Vasco Paiva, Part-time Suite (Miyeon Lee, Byungjae Lee and Jaeyoung Park) and Yuk King Tan. The title, What should ...
what is the contributions and effectiveness of tan sri lim goh tong?
about tan sri lim goh tong
Answer: Create thousands of jobs for M'sian and foreigners, contribute lots $ to the govt. through legal and unseen channels, gave a lot to charities, have big and effective dreams...
One of the best rags to riches stories....
Category: Malaysia
limtan.com.sg Online Trading - FAQ
Q6: What happens if SGX is unable to complete the buying-in and requires Lim & Tan to procure the shares? notice Trust Account. Q1: Will there be interest ...
lim x->0 of (x-tan^-1(x))/(x^3)?
Stumped, please help and show steps.
Pretty sure this much is right at least.
=lim x->0 (x) - lim x->0 (tan^-1x)/(x^3)
= -lim x->0 (tan^-1x)/(x^3) which is indeterminate form 0/0..
= -lim x->0 ((1/sqrt(1+x^2))/(3x^2)) but how do you get further?
Please help.
Answer: You have not applied the L-Hospital's rule properly.
The derivative of numerator = 1 - 1/(1+x^2) = x^2/(1+x^2) and
derivative of denominator = 3x^2
Hence, it becomes = Lim (x-->0)(x^2)/[(3x^2)*(1+x^2)]
Cancelling x^2 from both numerator and denominator,
= 1/3*(1+x^2)
Now plugging x = 0, the value of the limit = 1/3.
.
Category: Mathematics
What is the lim(2-x)^tan[(pi/2)x] as x --> 1?
I seem to have forgotten the rules for it. Sorry for the short description but this is all I have to work with and Im really up the creek on this one.
Also, the next part of the question asks me to find the derivative of the answer to part 1. Im fairly good at derivatives but without the correct limit, I cant derive the right final answer. Thanks in advance and *s go to the best answer!
Sorry Im not level 2 yet, so until then, I wont be able to thumbs up any answers :( thanks for the help though
Answer: Remember that a = e^ln(a). So applying that here gives you:
(2-x)^tan(x*pi/2) =
e^ln [ (2-x)^tan(x*pi/2) ] =
e^( tan(x*pi/2) ln(2-x) ) =
e^( ln(2-x) / cot(x*pi/2) )
Now look at ln(2-x) / cot(x*pi/2). Plugging in x=1 gives you 0/0, so use l'Hopital's rule. You get
[ -1/(2-x) ] / [ -csc^2(x pi/2) * pi/2] =
[ 1/(2-x) ] / [ csc^2(x pi/2) * pi/2] =
[ sin^2(x pi/2) ] / [ (2-x) * pi/2]
NOW when you plug in 1, you get 1 / (1 * pi/2) = 2/pi. So the original limit goes to e^(2/pi).
>>so until then, I wont be able to 'thumbs up' any answers
You CAN however still give out "Best Answer" and get points for it.
Category: Mathematics
On a Stingray Crawl
KOK FYE SEETOH shot me a warning look. I was jammed into a restaurant kitchen in Queens with the pre-eminent translator to the English-speaking world of the food of Malaysia and Singapore. I had serious doubts about a sauce. A sweet sludge punctuated by large pieces of raw shallot, it was presented by the restaurants Malaysian owner as popular - By JULIA MOSKIN
Reuben Tri Team collars Summit triathlon crown
Multi-titled triathlete Rochelle Tan, who was escorted by her father Tyrone to the finish ... NFYNEAT finished with a total of 183 points after adding 84 points in the final leg. Kristiane Lim was the team’s highest scorer with 32 points after dominating ...
Lim: Karpal, Ramasamy feud resolved
Ramasamy has been resolved, secretary-general Lim Guan Eng has said. He said the issue was resolved ... In a press conference, Karpal said the four-man committee, led by its chairman Tan Kok Wai, was unfit to hear the case as it involved Dr Ramasamy ...
Design Mania: LIM AND TAN
Lim and tan The Auditor General Tan Sri Ambrin Buang accounts should be warned that he could destroy the credibility of the only national institution that had maintained his reputation intact in the past few decades if he ...
Babacan to hold contacts in Hong Kong and Singapore
Babacan will on March 8 travel to Singapore, where he will meet with President Tony Tan Keng Yam, Prime Minister Lee Hsien Loong, Deputy Prime Minister Taharman Shanmugaratnam, Foreign Minister K. Shanmugam and Trade and Industry Minister Lim Hng Kiang.
Lim & Tan Securities Pte Ltd - SingaporeMirror - Singapores ...
business directory information guide ... One stop solution for Online Business Marketing Information Guide Business Links Products Showcase
Embed update: Hitting the ground and remembering fallen JBLM troops
Tan Afghan homes blend into the brown earth and tall mountains ... Staff Sgt. Conrad Mora, Sgt. Daniel Lim, Spc. Joseph Bauer and Pfc. Andrew L. Hand of the 17 th Fires Brigade were killed together here in Qalat by an improvised explosive ...
(1) lim x-->0 ( tan7x/sin3x) ,(2) lim θ-->0 (sin3θ/θ),(3) lim h-->0 (h/tan) (4) lim x-->0 (sin²x/3x²)?
i have my maths paper on Friday 22nd of may so these questions r given to me as n assignment and it carries 20 marks so please i really need help
and i would be very much thankful to u sir
Answer: (1)
tan7x/sin3x = [(tan7x / 7x) / (sin3x / 3x)][3/7]
Put the limit x-->0,
(1/1)(3/7) = 3/7
(2)
sin3θ/θ = [(sin3θ / 3θ) / (θ / 3θ)] = 1 / (1/3) = 3
(3)
h/tanh = 1 / (tanh / h) = 1/1 = 1
(4)
sin²x/3x² = [(sinx / x)(sinx / x)] / [3x² / x²] = (1*1) / 3 = 1/3
Category: Mathematics
I.H.T. SPECIAL REPORT: NET WORTH; Foundations Help Bring Discipline to Philanthropy
When Andy Lim returned to Singapore two years ago after studying law in Britain, he sat down with his father, the chief executive of a real estate fund management company, to discuss how the family could start making its philanthropic gifts in a more organized way. My father has always been active in giving out ad hoc checks to various causes - By SONIA KOLESNIKOV-JESSOP
LIM & TAN Securities
An Internet based equity trading system from Lim and tan Securities.
MIT – LIM AND TAN - MIT - - Singapore REITs
MIT – Lim and tan. 6 March 2012 . • There is talk that MIT is planning to launch a perpetual securities issue, while demand for such investment vehicles is “hot”. • If true, as in MIT would have received approval from the MAS to treat such ...
I.H.T. SPECIAL REPORT: BUSINESS OF BLUE; Moving Fish Onto Land to Increase Yield
SINGAPORE -- Last December, a deadly plankton bloom wiped out 34 fish farms off the coast of Singapore, killing most of their stock -- about 400,000 fish, including tiger garoupa, sea bass and red snapper. To avoid such losses in the future, a high-tech Singapore farming company is about to open the first onshore tank farm for salt-water fish - By SONIA KOLESNIKOV-JESSOP
Does Adrian Lim deserve to die ?
Adrian Lim Murders
By Munoo, Rajendran written on 1997-09-29
National Library Board Singapore
Comments on article: InfopediaTalk
In the early 1980s, the murders of two young children, Agnes Ng Siew Heok and Ghazali bin Marzuki, led to investigations that resulted in the capture of Singapores most notorious muderers to date: Adrian Lim, his wife Catherine Tan Mui Choo, and his mistress Hoe Kah Hong. The trial turned out to be the second-longest murder trial in Singapore, lasting as it did for about eight weeks, and unveiling disturbing accounts of rites and rituals that were both cruel and perverse. The trio were ultimately sentenced to death and were hanged on 25 November 1988.
Background
The bodies of Agnes Ng Siew Heok and Ghazali bin Marzuki were found on 25 January 1981 and 7 February 1981 respectively, in similar locations at Toa Payoh Lorong 7. Agnes Ng was a 9 year old schoolgirl who attended the Holy Innocents Chinese Girls School, and was the youngest of nine children. Born to a Catholic family, she was last seen at the Church of Risen Christ in Toa Payoh, and her body was found in a bag at Block 11, Toa Payoh Lorong 7. She appeared to have died from suffocation, and there were also indications that she might have been sodomised and sexually abused.
Ghazali bin Marzuki was a 10 year old schoolboy from Henry Park Primary School, who had been playing in a playground with his cousins in Clementi when a lady (Hoe) approached them to request for help. Ghazali was selected and taken to Adrian Lims flat in Toa Payoh in a taxi. He was found dead between blocks 10 and 11 of Toa Payoh Lorong 7, under a tree. Post-mortem autopsy revealed that he had been drowned, although signs of asphyxia were also present. There were also three burn marks on his back and a puncture on his arm.
Description
A bloody trail near Ghazalis body led police investigators to a flat in block 12, Toa Payoh Lorong 7, occupied by Adrian Lim, Catherine Tan Mui Choo and Hoe Kah Hong. The flat contained a bizarre juxtaposition of various religious items, including crucifixes, Hindu as well as Chinese idols, some of which were smeared with blood. Noticing blood stains on the kitchen floor, the three were taken in for questioning by the police.
Adrian Lim was a 39 year old who was unemployed and who professed to be a medium with powers to cure peoples ailments. He would go into trances, often adopting different voices and speaking in a different language. He also performed tricks, and had convinced many of his clients to sleep with him, on the pretext of "cleansing" the evil in them, or simply through harnessing to his advantage their fears and insecurities.
Born on 6 January 1942, Lim was the eldest of three children, and attended Anglo-Chinese School, only to drop out after Secondary One. He started work as an Internal Security Department informer for a few months, and then was with the Rediffusion company for 14 years, working as a wireman and a bill collector. He had two children from his first marriage and was later introduced to a bomoh known as "Uncle Willie", who gave him lessons.
Adrian Lim met Catherine Tan Mui Choo in 1974, when she was introduced to him for treatment by her friends from the night-club where she was working. Lim had such control over Tan that he even succeeded in persuading her to become a prostitute to support him. After his divorce with his first wife, Lim married Tan in 1977, but continued to take on other "holy wives" in the years that followed.
Catherine Tan Mui Choo was 26 years old, and the eldest of four children. She attended a few schools, such as CHIJ in Victoria Street, Macpherson Secondary School, and was also sent to the Marymount Vocational Centre. Generally depressive by nature, she was taken in by the attention Lim gave her, and stayed with him, despite his ill-treatment and many infidelities.
Hoe Kah Hong was brought to Adrian Lims flat by her mother, who wanted her daughter to be treated of her bad-temper and constant headaches. Hoe was 25 years old, born on 10 September 1955, and worked as a factory worker in Hewlett Packard. Instrumental in bringing the children to Adrian Lim, Hoe was convinced of Lims "powers", even though she also suffered at his hands, through the electric shocks he administered to her and Tan. Lim convinced Hoe that her husband, Benson Loh Ngak Hua (also known as "Ah Hua"), had cast evil spells on her. Loh was subsequently killed during one of the electrocution sessions on 7 January 1980, but his death was written off as an accident, given the testimony by Hoe that her husband was electrocuted while trying to switch on a faulty fan.
The Trial
The murders of Agnes Ng Siew Heok and Ghazali bin Marzuli had opened a complex case involving rituals of human sacrifice, drinking of human blood, as well as sexual perversion. During the days of the trial, crowds of people gathered outside the courts, and the proceedings were closely m
Answer: of course he deserved it, they are only kids and how can he do such things to them! He should get burnt in hell!
Category: Singapore
Open Source Physics Simulations by lookang: Tracker sharing by ...
(Model Lesson) Lim Jit Ning, Tan Lay Koon Irene, Lau Soo Yen Hwa Chong Institution MR 302 http://www.ictlt.com/files/ICTLT_concurrent_2.pdf. Synopsis ... letter of appreciation given by facilitator Samuel Tan to Lim Jit Ning ...
limtan.com.sg Online Trading - Promotion
Lim & Tan Securities reserves the right to alter the terms and conditions at any time ... All decisions made by Lim & Tan Securities on matters concerning this ...
How to take: lim x->1+ of ln(x)tan(pi*x/2)?
I tried, but it turned out to be monstrous and I cant solve it. Could you show the steps necessary to solve it? Thanks a lot!
Answer: This is difficult. Check my math below to make sure I've done it properly.
You need to have a limit such that you would get an indeterminate form. If you change the limit to:
ln(x) / cot (pi*x/2) (because cot = 1/tan), then if you plug in "1", you would get 0/0 for an answer.
Now you can use L'Hospital's rule, which says you can take the derivative of the numerator and denominator separately, and still have the same limit.
The derivative of ln(x) / cot (pi*x/2), taking each part separately, is:
1/x
---------
(pi/2)(-csc^2(pi*x/2)) Change this now to
(1/x)(-sin^2(pi*x/2)
---------------------------
(pi/2) Now you can evaluate the limit as x -> 1+
At x = 1, answer is (1/1)(-1) / pi/2, which translates to -2/pi
Again, please check my work as I may have made a mistake. Are you allowed to use L'Hopital's rule, or has it been taught yet?
I hope this helps!
Category: Mathematics
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