Mr Fong felt very lame today (what's new here ah?), and thought of asking a question like this: "Tom and Jerry had a square with 4 edges. If he cuts away 1 edge, how many left?" But NOT, too easy too easy, not for PSLE, so cannot! :-O
Now for a question for speed (Don't worry lah, i was lying about the traffic police part :P):
1. "Harry Potter walked from Gringotts to Hogwarts at an average speed of 4km/h, and walked back by the same route at 3 km/h. What was his average speed for the whole trip?"
Hint: The answer is not found by checking out the average of 3 and 4 (if you do it i WILL call the police ah)!
P.S. Contrary to popular belief by people who watched the Harry Potter movie, Harry was NOT walking with Cho Chang (!!!).
Mr Fong have heard from some patrons of his soccer clinic tuition class that they love the Whole Numbers question, so NAHHHH,Mr Fong give you one more!
2. 997 - 996 - 995 + 994 + 993 - 992 + 991 - 990 - 989 +988 + 987 - 986 + ... + 7 - 6 - 5 + 4 + 3 - 2 + 1 =????
Hope it is hard enough :D
Make a mental note: Mr Fong has highlighted Speed as a threatening topic that promises to deter you from your aim to score The Goal Called A*, and hence will publish more Speed questions.
Why is Speed so dangerous? Because it can KILL you know! (oops) it can take up to 5 marks, and if you do not visualize the problem aptly enough, you are dead (no pun intended)!
Wednesday, July 18, 2007
Speed too much, and get caught by traffic police AH!
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7:10 AM
Labels: PSLE Maths
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12 comments:
Hello again... Here to solve ur maths questions! (No I dint refer to my file I kept ages ago)
Q1: travelling 1 way there at 4km/h and then the other way at 3km/h. Definitely by proportions you can say going there to coming back ratio (time) is 3:4 (an inverse of their speeds)
Hence, total distance travelled: 7 units
Travelling there, 4km/h * 3 units = 12 unit km/h
Coming back takes: 3km/h * 4 units = 12 unit km/h
Avg speed thus: (12+12)/7
= 24/7 km/h (nice answer eh?) or in decimals:
3.428571429 km/h (rounded to the nearest 10 significant figures)
scientifically,
3.4 km/h (2 sig fig)
2nd Qn:
find the pattern!
it is basically "+ - ++ --" (this is in ascending order, meaning +1 -2 +3 +4 -5 -6...) and this unit repeats itself.
so, just find:
1+7+13+19....+997= a
-2-8-14-20....-992= b
3+9+15+21....+993 = c
4+10+16+22....+994 = d
-5-11-17-23...-995 = e
-6-12-18-24...-996 = f
and then take a+b+c+d+e+f
to find a, there are 167 numbers in that sequence, so take
(166/2)*(991+1) +997 = 83333
b to f all have only 166 numbers, so:
83 * -994 = -82502
83 * 996 = 82668
83 * 998 = 82834
83 * -1000 = -83000
83 * -1002 = -83166
taking the summation:
83333-82502+82668+82834-83000-83166 = 167
thats the final answer! Rejoice!
(c'mon winston, u can do better!)
levy xd: maybe this blog should only limited to people not holding a PhD from the University of #@$@#$ in Michigan, USA, lol.
excellent once again,guess i don't have to mark your answers!
OK, anyway...
1. Out of 5 marks you get 4. :D
2. I havn't done it myself, will get you the answer soon.
Haha!
Thank you anyway!!!
I am totally feel so thump!
Hi sam chan: what you mean? :D o.O
Mr Levin Tan...
If u r reading this...
I wiould like to tell u that u can leave ACSI rite now
And go to Harvard...Oxford is not bad to
Cambridge is fantastic: Products are like Ping Loong
XD
Looks a nice blog to me.
Hi jethro: yes as i mentioned above he belongs to the University of @#$@#$ in Michigan, USA :)
who is pingloong?
ugyen: Thank you soooooo much with your encouragement saying it looks wonderful at mybloglog.It is truly a blessing :)
Went your blog,it looks great too.Will comment again some day!
See you about,and hope you continue the participation :)
What I mean is that I was totally overwhelm... and yet there is a guy that is so brilliant! So I feel so dump and thump :-)
Sam: Lol,don't worry he is a smart one,so no need to feel dump and thump :)
Will post easier questions.. :P
The maths hurts my brain :(
B. Durant: Hi there,thank you so much for commenting :)
Yes i understand,my brain is fried too,so here comes some easier questions for all of our benefits! :)
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